diff --git a/.gitignore b/.gitignore
new file mode 100644
index 0000000000000000000000000000000000000000..af13358b1c70205bbecc731a79f6fc8b7fb8aa58
--- /dev/null
+++ b/.gitignore
@@ -0,0 +1,2 @@
+
+*.txt
\ No newline at end of file
diff --git a/LoRa_encoding.ipynb b/LoRa_encoding.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..c5f245b41a962a3faeaff8dfc6a3b102d8c85bb2
--- /dev/null
+++ b/LoRa_encoding.ipynb
@@ -0,0 +1,636 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 131,
+ "id": "3202ec29",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "\n",
+ "\n",
+ "import os\n",
+ "import sys\n",
+ "import numpy as np\n",
+ "import matplotlib\n",
+ "import scipy.io\n",
+ "import matplotlib.pyplot as plt\n",
+ "from matplotlib import ticker, cm\n",
+ "from matplotlib.colors import LogNorm\n",
+ "from matplotlib.ticker import (AutoMinorLocator, MultipleLocator)\n",
+ "import importlib\n",
+ "import random\n",
+ "from scipy import signal\n",
+ "from scipy.fft import fft, fftfreq, fftshift\n",
+ "from scipy.stats import chi2, ncx2, bernoulli, binom, ncf, norm\n",
+ "from scipy.signal import firwin, firwin2\n",
+ "from scipy import special\n",
+ "\n",
+ "\n",
+ "from wuRx_lib import *"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 151,
+ "id": "0ad5b2e4",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def hdr_crc(hdr_to_calculate): \n",
+ " str_hdr = f\"{hdr_to_calculate:012b}\"\n",
+ " hdr_to_crc = np.flip([int(bit) for bit in str_hdr])\n",
+ " \n",
+ " gen_matrix = np.array([\n",
+ " [1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0],\n",
+ " [1, 0, 0, 0, 1, 1, 1, 0, 0, 0, 0, 1],\n",
+ " [0, 1, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0],\n",
+ " [0, 0, 1, 0, 0, 1, 0, 1, 0, 1, 1, 1],\n",
+ " [0, 0, 0, 1, 0, 0, 1, 0, 1, 1, 1, 1]\n",
+ " ])\n",
+ " crc = np.dot(gen_matrix,hdr_to_crc) %2\n",
+ " return crc"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 133,
+ "id": "3bcf0518",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def crc16(val, new_byte):\n",
+ " for i in range(8):\n",
+ " if (((val & 0x8000) >> 8) ^ (new_byte & 0x80)):\n",
+ " val = (val << 1) ^ 0x1021\n",
+ " else:\n",
+ " val = (val << 1)\n",
+ " new_byte = new_byte << 1\n",
+ " return val & 0xFFFF\n",
+ "\n",
+ "\n",
+ "def compute_crc(payload):\n",
+ " n_bytes = len(payload)\n",
+ " crc = 0x0000\n",
+ "\t#calculate CRC on the N-2 firsts data bytes using Poly=1021 Init=0000\n",
+ " for i in range( n_bytes-2):\n",
+ " crc = crc16(crc, payload[i])\n",
+ " \n",
+ "\n",
+ "\t#XOR the obtained CRC with the last 2 data bytes\n",
+ " crc = crc ^ payload[n_bytes-1] ^ (payload[n_bytes-2]<<8)\n",
+ " return crc\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 134,
+ "id": "5d1303f1",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def gray_map(data, SF):\n",
+ " syms = np.copy(data)\n",
+ " for i in range(len(syms)):\n",
+ " syms[i] = (syms[i] - 1) % (1 << SF) # Perform modulo operation\n",
+ " syms[i] = syms[i] ^ (syms[i] >> 1) # Convert to Gray code\n",
+ " return syms\n",
+ "\n",
+ "def gray_demap(data, SF):\n",
+ " syms = np.copy(data)\n",
+ " for i in range(len(data)):\n",
+ " s = syms[i]\n",
+ " for j in range(1, SF):\n",
+ " s = s ^ (syms[i] >> j) # Iteratively XOR with shifted versions\n",
+ " syms[i] = (s + 1) % (1 << SF) # Restore binary and modulo operation\n",
+ " return syms"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 135,
+ "id": "01215073",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[ 720 2924 58 480]\n",
+ "\n",
+ "[ 865 3512 45 321]\n",
+ "[ 865 3512 45 321]\n"
+ ]
+ }
+ ],
+ "source": [
+ "SF = 12\n",
+ "data = np.array([865,3512,45,321], dtype =np.int16)\n",
+ "\n",
+ "gray_map_symbol = gray_map(data,SF)\n",
+ "print(gray_map_symbol)\n",
+ "print()\n",
+ "data_rec = gray_demap(gray_map_symbol,SF)\n",
+ "print(data)\n",
+ "print(data_rec)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 160,
+ "id": "808da1f8",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "\n",
+ "def xor_integer_bits(n, num_bits):\n",
+ " result = 0\n",
+ " for i in range(num_bits):\n",
+ " # Extract the i-th bit using bitwise AND and right-shift operations\n",
+ " bit = (n >> i) & 1\n",
+ " # XOR the bit with the result\n",
+ " result ^= bit\n",
+ " return result\n",
+ "\n",
+ "\n",
+ "def interleave(codewords, SF, CR, LDRO):\n",
+ " if LDRO:\n",
+ " sf = SF - 2\n",
+ " else:\n",
+ " sf = SF\n",
+ "\n",
+ " ppm = 4 + CR\n",
+ " syms = np.zeros((ppm), dtype =np.int16)\n",
+ " for i in range(ppm):\n",
+ " for j in range(sf):\n",
+ " bit = (codewords[(i - j - 1) % sf] >> (ppm - 1 - i)) & 1 # Extract the specific bit\n",
+ " syms[i] |= (bit << (sf - j - 1 )) # Set the corresponding bit in syms\n",
+ "\n",
+ " if LDRO : \n",
+ " par = xor_integer_bits(syms[i], sf)\n",
+ " syms[i] = (syms[i] << 2 ) | (par<<1)\n",
+ "\n",
+ " return syms\n",
+ "\n",
+ "\n",
+ "\n",
+ "def deinterleave(syms, SF, CR, LDRO):\n",
+ " if LDRO:\n",
+ " sf = SF - 2\n",
+ " ldro_offset = 2\n",
+ " else:\n",
+ " sf = SF\n",
+ " ldro_offset = 0\n",
+ "\n",
+ " ppm = 4 + CR\n",
+ "\n",
+ " codewords = np.zeros((sf), dtype =np.int16)\n",
+ "\n",
+ " for i in range(ppm):\n",
+ " for j in range(sf):\n",
+ " bit = (syms[i] >> (sf - j - 1 + ldro_offset)) & 1\n",
+ " codewords[(i-j-1)% sf] |= (bit << (ppm - 1 - i))\n",
+ " \n",
+ " return codewords\n",
+ "\n",
+ "\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 161,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[24 12 90 34 34 66 92]\n",
+ "\n",
+ "[ 1 121 101 17 18 3 18 3 18 3]\n",
+ "[ 1 121 101 17 18]\n"
+ ]
+ }
+ ],
+ "source": [
+ "SF = 7\n",
+ "CR = 3\n",
+ "\n",
+ "codeword = np.array([0x01,0x79, 0x65, 0x11, 0x12, 0x03, 0x12, 0x03,0x12, 0x03], dtype =np.int16)\n",
+ "\n",
+ "interleaved_codeword = interleave(codeword,SF,CR,1)\n",
+ "print(interleaved_codeword)\n",
+ "print()\n",
+ "deinterleaved_codeword = deinterleave(interleaved_codeword,SF,CR,1)\n",
+ "print(codeword)\n",
+ "print(deinterleaved_codeword)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 138,
+ "id": "eaef799d",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "whitening_seq = [\n",
+ " 0xFF, 0xFE, 0xFC, 0xF8, 0xF0, 0xE1, 0xC2, 0x85, 0x0B, 0x17, 0x2F, 0x5E, 0xBC, 0x78, 0xF1, 0xE3,\n",
+ " 0xC6, 0x8D, 0x1A, 0x34, 0x68, 0xD0, 0xA0, 0x40, 0x80, 0x01, 0x02, 0x04, 0x08, 0x11, 0x23, 0x47,\n",
+ " 0x8E, 0x1C, 0x38, 0x71, 0xE2, 0xC4, 0x89, 0x12, 0x25, 0x4B, 0x97, 0x2E, 0x5C, 0xB8, 0x70, 0xE0,\n",
+ " 0xC0, 0x81, 0x03, 0x06, 0x0C, 0x19, 0x32, 0x64, 0xC9, 0x92, 0x24, 0x49, 0x93, 0x26, 0x4D, 0x9B,\n",
+ " 0x37, 0x6E, 0xDC, 0xB9, 0x72, 0xE4, 0xC8, 0x90, 0x20, 0x41, 0x82, 0x05, 0x0A, 0x15, 0x2B, 0x56,\n",
+ " 0xAD, 0x5B, 0xB6, 0x6D, 0xDA, 0xB5, 0x6B, 0xD6, 0xAC, 0x59, 0xB2, 0x65, 0xCB, 0x96, 0x2C, 0x58,\n",
+ " 0xB0, 0x61, 0xC3, 0x87, 0x0F, 0x1F, 0x3E, 0x7D, 0xFB, 0xF6, 0xED, 0xDB, 0xB7, 0x6F, 0xDE, 0xBD,\n",
+ " 0x7A, 0xF5, 0xEB, 0xD7, 0xAE, 0x5D, 0xBA, 0x74, 0xE8, 0xD1, 0xA2, 0x44, 0x88, 0x10, 0x21, 0x43,\n",
+ " 0x86, 0x0D, 0x1B, 0x36, 0x6C, 0xD8, 0xB1, 0x63, 0xC7, 0x8F, 0x1E, 0x3C, 0x79, 0xF3, 0xE7, 0xCE,\n",
+ " 0x9C, 0x39, 0x73, 0xE6, 0xCC, 0x98, 0x31, 0x62, 0xC5, 0x8B, 0x16, 0x2D, 0x5A, 0xB4, 0x69, 0xD2,\n",
+ " 0xA4, 0x48, 0x91, 0x22, 0x45, 0x8A, 0x14, 0x29, 0x52, 0xA5, 0x4A, 0x95, 0x2A, 0x54, 0xA9, 0x53,\n",
+ " 0xA7, 0x4E, 0x9D, 0x3B, 0x77, 0xEE, 0xDD, 0xBB, 0x76, 0xEC, 0xD9, 0xB3, 0x67, 0xCF, 0x9E, 0x3D,\n",
+ " 0x7B, 0xF7, 0xEF, 0xDF, 0xBF, 0x7E, 0xFD, 0xFA, 0xF4, 0xE9, 0xD3, 0xA6, 0x4C, 0x99, 0x33, 0x66,\n",
+ " 0xCD, 0x9A, 0x35, 0x6A, 0xD4, 0xA8, 0x51, 0xA3, 0x46, 0x8C, 0x18, 0x30, 0x60, 0xC1, 0x83, 0x07,\n",
+ " 0x0E, 0x1D, 0x3A, 0x75, 0xEA, 0xD5, 0xAA, 0x55, 0xAB, 0x57, 0xAF, 0x5F, 0xBE, 0x7C, 0xF9, 0xF2,\n",
+ " 0xE5, 0xCA, 0x94, 0x28, 0x50, 0xA1, 0x42, 0x84, 0x09, 0x13, 0x27, 0x4F, 0x9F, 0x3F, 0x7F\n",
+ "]\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 139,
+ "id": "9a98e472",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def whitening(payload):\n",
+ " nibbles = np.zeros((2*len(payload)), dtype =np.int8)\n",
+ " for i in range(len(payload)):\n",
+ " low_nib = (payload[i] & 0x0F) ^ (whitening_seq[i] & 0x0F)\n",
+ " high_nib = (payload[i] & 0xF0)>>4 ^ (whitening_seq[i] & 0xF0)>>4\n",
+ " nibbles[2*i] = low_nib\n",
+ " nibbles[2*i+1] = high_nib\n",
+ " return nibbles\n",
+ "\n",
+ "def dewhitening(nibbles):\n",
+ " payload = np.zeros((len(nibbles)//2), dtype =np.int8)\n",
+ " for i in range(len(nibbles)//2):\n",
+ " low_nib = nibbles[2*i] ^ (whitening_seq[i] & 0x0F)\n",
+ " high_nib = nibbles[2*i+1] ^ (whitening_seq[i] & 0xF0)>>4\n",
+ " payload[i] = (high_nib << 4) | low_nib\n",
+ " return payload\n",
+ "\n",
+ "def lfsr(state, taps):\n",
+ " feedback = 0\n",
+ " for tap in taps:\n",
+ " feedback ^= (state >> (tap - 1)) & 1 # Extract the bit and XOR it\n",
+ " # Shift the register and insert the feedback bit at the leftmost position\n",
+ " state = ((state << 1) | feedback) & 0xFF\n",
+ " return state\n",
+ "\n",
+ "def whitening_lfsr(payload):\n",
+ " state = 0xFF\n",
+ " nibbles = np.zeros((2*len(payload)), dtype =np.int8)\n",
+ " for i in range(len(payload)):\n",
+ " low_nib = (payload[i] & 0x0F) ^ (state & 0x0F)\n",
+ " high_nib = (payload[i] & 0xF0)>>4 ^ (state & 0xF0)>>4\n",
+ " nibbles[2*i] = low_nib\n",
+ " nibbles[2*i+1] = high_nib\n",
+ " state = lfsr(state,[8, 6, 5, 4])\n",
+ " return nibbles\n",
+ "\n",
+ "def dewhitening_lfsr(nibbles):\n",
+ " state = 0xFF\n",
+ " payload = np.zeros((len(nibbles)//2), dtype =np.int8)\n",
+ " for i in range(len(nibbles)//2):\n",
+ " low_nib = nibbles[2*i] ^ (state & 0x0F)\n",
+ " high_nib = nibbles[2*i+1] ^ (state & 0xF0)>>4\n",
+ " payload[i] = (high_nib << 4) | low_nib\n",
+ " state = lfsr(state,[8, 6, 5, 4])\n",
+ " return payload"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 140,
+ "id": "28abf796",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[14 15 7 8 9 9 9 14 2 14 2 14 0 13 6 8 9 1 4 1]\n",
+ "\n",
+ "[ 1 121 101 17 18 3 18 3 18 3]\n",
+ "[ 1 121 101 17 18 3 18 3 18 3]\n"
+ ]
+ }
+ ],
+ "source": [
+ "SF = 7\n",
+ "CR = 3\n",
+ "\n",
+ "payload = np.array([0x01,0x79, 0x65, 0x11, 0x12, 0x03, 0x12, 0x03,0x12, 0x03], dtype =np.int8)\n",
+ "\n",
+ "nibbles = whitening_lfsr(payload)\n",
+ "print(nibbles)\n",
+ "print()\n",
+ "dewhitened_payload = dewhitening_lfsr(nibbles)\n",
+ "print(payload)\n",
+ "print(dewhitened_payload)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 141,
+ "id": "98f90ab7",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def hamming_encode(data, CR):\n",
+ "\tdata_len = len(data)\n",
+ "\tcodewords = np.zeros((len(data)), dtype =np.int8)\n",
+ "\tfor i in range(data_len):\n",
+ "\t\td0 = (data[i] >> 3) & 1\n",
+ "\t\td1 = (data[i] >> 2) & 1\n",
+ "\t\td2 = (data[i] >> 1) & 1\n",
+ "\t\td3 = (data[i] >> 0) & 1\n",
+ "\n",
+ "\t\tif (CR==1):\n",
+ "\t\t\tp4 = d0 ^ d1 ^ d2 ^ d3\n",
+ "\t\t\tcodewords[i] = d3<<4 | d2<<3 | d1<<2 | d0<<1 | p4\n",
+ "\t\telse:\n",
+ "\t\t\tp0 = d3 ^ d2 ^ d1\n",
+ "\t\t\tp1 = d2 ^ d1 ^ d0\n",
+ "\t\t\tp2 = d3 ^ d2 ^ d0\n",
+ "\t\t\tp3 = d3 ^ d1 ^ d0\n",
+ "\t\t\tcodewords[i] = (d3<<7 | d2<<6 | d1<<5 | d0<<4 | p0<<3 | p1<<2 | p2<<1 | p3) >> (4-CR)\n",
+ "\treturn codewords\n",
+ "\n",
+ "def hamming_decode(codewords, CR):\n",
+ "\tcodewords_len = len(codewords)\n",
+ "\tdata = np.zeros((codewords_len), dtype =np.int8)\n",
+ "\n",
+ "\tfor i in range(codewords_len):\n",
+ "\t\tcw = codewords[i] << (4-CR)\n",
+ "\n",
+ "\t\tc0 = (cw >> 7) & 1\n",
+ "\t\tc1 = (cw >> 6) & 1\n",
+ "\t\tc2 = (cw >> 5) & 1\n",
+ "\t\tc3 = (cw >> 4) & 1\n",
+ "\t\tc4 = (cw >> 3) & 1\n",
+ "\t\tc5 = (cw >> 2) & 1\n",
+ "\t\tc6 = (cw >> 1) & 1\n",
+ "\t\tcp = (cw >> 0) & 1\n",
+ "\n",
+ "\t\tif (CR > 2) :\n",
+ "\t\t\ts0 = c0 ^ c1 ^ c2 ^ c4\n",
+ "\t\t\ts1 = c1 ^ c2 ^ c3 ^ c5\n",
+ "\t\t\ts2 = c0 ^ c1 ^ c3 ^ c6\n",
+ "\t\t\tsyndrom = s0 | (s1 << 1) | (s2 << 2)\n",
+ "\n",
+ "\t\t\tif syndrom == 5 : \n",
+ "\t\t\t\tc0 = (1-c0)\n",
+ "\t\t\telif syndrom == 7 : \n",
+ "\t\t\t\tc1 = (1-c1)\n",
+ "\t\t\telif syndrom == 3 : \n",
+ "\t\t\t\tc2 = (1-c2)\n",
+ "\t\t\telif syndrom == 6 : \n",
+ "\t\t\t\tc3 = (1-c3)\n",
+ "\n",
+ "\t\tdata[i] = (c3 << 3) | (c2 << 2) | (c1 << 1) | c0\n",
+ "\n",
+ "\treturn data\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 142,
+ "id": "d231c758",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[69 78 83 69 39 98 39 98 39 98]\n",
+ "\n",
+ "[ 1 121 101 17 18 3 18 3 18 3]\n",
+ "[1 9 5 1 2 3 2 3 2 3]\n"
+ ]
+ }
+ ],
+ "source": [
+ "SF = 7\n",
+ "CR = 3\n",
+ "\n",
+ "payload = np.array([0x01,0x79, 0x65, 0x11, 0x12, 0x03, 0x12, 0x03,0x12, 0x03], dtype =np.int8)\n",
+ "\n",
+ "codewords = hamming_encode(payload, CR)\n",
+ "print(codewords)\n",
+ "print()\n",
+ "decoded_words = hamming_decode(codewords,CR)\n",
+ "print(payload)\n",
+ "print(decoded_words)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 143,
+ "id": "3cccfbaa",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "input_data = np.array([0x48, 0x65, 0x6C, 0x6C, 0x6F, 0x57, 0x6F, 0x72, 0x6C, 0x64], dtype=np.int8)\n",
+ "\n",
+ "CR = 1\n",
+ "CRC_EN = 1\n",
+ "SF = 7\n",
+ "\n",
+ "LDRO = 0\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 153,
+ "id": "44dd50a2",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[ 7 11 11 9 0 9 4 9 15 9 6 11 13 10 7 15 7 6 3 7]\n",
+ "[ 0 10 3 0 11]\n",
+ "[12 7 11 9]\n",
+ "\n",
+ "[ 0 10 3 0 11 7 11 11 9 0 9 4 9 15 9 6 11 13 10 7 15 7 6 3\n",
+ " 7 12 7 11 9]\n"
+ ]
+ }
+ ],
+ "source": [
+ "whitened_data = whitening_lfsr(input_data)\n",
+ "print(whitened_data)\n",
+ "\n",
+ "payload_len= len(input_data)\n",
+ "\n",
+ "header_len_nibbles = 5\n",
+ "header = np.zeros((5), dtype =np.int16)\n",
+ "header[0] = (len(input_data) & 0xF0) >>4\n",
+ "header[1] = len(input_data) & 0x0F\n",
+ "header[2] = ((CR & 0x07) << 1) | (CRC_EN & 0x01)\n",
+ "\n",
+ "header_to_crc_calc = (header[2]<<8) | (header[1]<<4) | (header[0])\n",
+ "hdrCRC = hdr_crc(header_to_crc_calc)\n",
+ "\n",
+ "header[3] = hdrCRC[4] & 0x01\n",
+ "header[4] = ((hdrCRC[3] & 0x01) << 3) | ((hdrCRC[2] & 0x01) << 2) |((hdrCRC[1] & 0x01) << 1) |(hdrCRC[3] & 0x01 )\n",
+ "\n",
+ "print(header)\n",
+ "\n",
+ "data_crc = np.zeros((4), dtype =np.int8)\n",
+ "data_crc_calc = compute_crc(input_data)\n",
+ "data_crc[0] = data_crc_calc & 0x000F\n",
+ "data_crc[1] = (data_crc_calc & 0x00F0) >>4\n",
+ "data_crc[2] = (data_crc_calc & 0x0F00) >>8\n",
+ "data_crc[3] = (data_crc_calc & 0xF000) >>12\n",
+ "\n",
+ "print(data_crc)\n",
+ "print()\n",
+ "if CRC_EN:\n",
+ " pkt = np.concatenate((header,whitened_data,data_crc))\n",
+ "else : \n",
+ " pkt = np.concatenate((header,whitened_data))\n",
+ "print(pkt)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 164,
+ "id": "d1bb5395",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[ 0 89 -59 0 -46]\n",
+ "[116 105 105 78 0 78 22 78 127 78 49 105 88 44 116 127 116 49\n",
+ " 98 116 29 116 105 78]\n",
+ "4\n",
+ "[ 80 46 0 40 18 18 34 68 47 67 48 101 78 35 12 55 45 74\n",
+ " 126 60 28 52 55 95 123 40 62 72 21 7 65 32 96 40 16 4]\n",
+ "[ 97 53 1 49 29 29 61 121 54 126 33 71 117 62 9 38 55 116\n",
+ " 85 41 24 40 38 107 83 49 44 113 26 6 127 64 65 49 32 8]\n"
+ ]
+ }
+ ],
+ "source": [
+ "\n",
+ "ldro_hdr = 1 if SF>6 else 0\n",
+ "\n",
+ "\n",
+ "first_encoded = hamming_encode(pkt[0:SF-2*ldro_hdr],4)\n",
+ "rest_encoded = hamming_encode(pkt[SF-2*ldro_hdr :],CR)\n",
+ "print(first_encoded)\n",
+ "print(rest_encoded)\n",
+ "\n",
+ "n_blocks = int(np.ceil(len(rest_encoded)/(SF - 2*LDRO))); #Number of blocks in payload\n",
+ "print(n_blocks)\n",
+ "\n",
+ "padded_encoded = np.pad(rest_encoded,(0,(n_blocks*SF - len(rest_encoded))))\n",
+ "\n",
+ "n_symb = 8 + n_blocks*(4+CR)\n",
+ "\n",
+ "binary_symbols = np.zeros((n_symb),dtype=np.int16)\n",
+ "binary_symbols[0:8] = interleave(first_encoded,SF,4,ldro_hdr )\n",
+ "for i in range(n_blocks):\n",
+ " binary_symbols[8+i*(4+CR) : 8+(i+1)*(4+CR)] = interleave(padded_encoded[i*SF : (i+1)*SF],SF,CR,LDRO )\n",
+ "\n",
+ "print(binary_symbols)\n",
+ "symbols = gray_demap(binary_symbols,SF)\n",
+ "print(symbols)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 176,
+ "id": "7672d980",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[ 80 46 0 40 18 18 34 68 47 67 48 101 78 35 12 55 45 74\n",
+ " 126 60 28 52 55 95 123 40 62 72 21 7 65 32 96 40 16 4]\n",
+ "[ 0 89 197 0 210]\n",
+ "28\n",
+ "[116 105 105 78 0 78 22 78 127 78 49 105 88 44 116 127 116 49\n",
+ " 98 116 29 116 105 78 0 0 0 0]\n"
+ ]
+ }
+ ],
+ "source": [
+ "degrayed_symbols = gray_map(symbols,SF)\n",
+ "print(degrayed_symbols)\n",
+ "\n",
+ "first_block = deinterleave(degrayed_symbols[:8],SF,4,ldro_hdr)\n",
+ "firstBlen = len(first_block)\n",
+ "print(first_block)\n",
+ "n_received_blocks = int((len(degrayed_symbols)-8)/(4+CR))\n",
+ "other_blocks = np.zeros((n_received_blocks*SF),dtype=np.int16)\n",
+ "\n",
+ "\n",
+ "for i in range(n_received_blocks):\n",
+ " other_blocks[i*SF : (i+1)*SF] = deinterleave(degrayed_symbols[8+i*(4+CR) : 8+(i+1)*(4+CR)],SF,CR,LDRO )\n",
+ "print(other_blocks)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 178,
+ "id": "fd7d545c",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[ 0 10 3 0 11 7 11 11 9 0 9 4 9 15 9 6 11 13 10 7 15 7 6 3\n",
+ " 7 12 7 11 9 0 0 0 0]\n"
+ ]
+ }
+ ],
+ "source": [
+ "decoded_cwd = np.zeros((len(first_block)+len(other_blocks)),dtype = np.int8)\n",
+ "decoded_cwd[0:SF-2*ldro_hdr] = hamming_decode(first_block,4)\n",
+ "decoded_cwd[SF-2*ldro_hdr: ] = hamming_decode(other_blocks,CR)\n",
+ "\n",
+ "print(decoded_cwd)"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
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+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
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+ "nbformat_minor": 5
+}
diff --git a/Saved_SVG/plotted_results.svg b/Saved_SVG/plotted_results.svg
new file mode 100644
index 0000000000000000000000000000000000000000..e9ac79bbffc2f69ee0b1a83643a20b3272c00bcf
--- /dev/null
+++ b/Saved_SVG/plotted_results.svg
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diff --git a/__init__.py b/__init__.py
new file mode 100644
index 0000000000000000000000000000000000000000..e69de29bb2d1d6434b8b29ae775ad8c2e48c5391
diff --git a/__pycache__/Demodulator_lib.cpython-38.pyc b/__pycache__/Demodulator_lib.cpython-38.pyc
new file mode 100644
index 0000000000000000000000000000000000000000..9c48f61c7a30522d3239e12ea81ae839ec219a2e
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diff --git a/__pycache__/wuRx_lib.cpython-38.pyc b/__pycache__/wuRx_lib.cpython-38.pyc
new file mode 100644
index 0000000000000000000000000000000000000000..6eb84add5304df00c6d72ff048eac771e8268fed
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diff --git a/legacy_codes/oversampledChirp.py b/legacy_codes/oversampledChirp.py
new file mode 100644
index 0000000000000000000000000000000000000000..6ea8efbc1f7ba0ba5f0c98f235fb122faf7e3534
--- /dev/null
+++ b/legacy_codes/oversampledChirp.py
@@ -0,0 +1,41 @@
+#fs = 125e3
+#B=125e3
+#n_os = int(fs//B)
+#SF=7
+#NSF=2**SF
+#snr_test = np.array([-50, 50,50,50,50])
+#initial_noise_var, noise_var, symbols, reshaped_symbols,downchirp, in_array= create_symbol_and_noise(snr_test, Ntrials_atSNR, noise_std, A, add_noise, fix_noise, noise_only, SF, NSF, N, Q, Ncore, Qcore, offset, fs, B, nonIdealRandom, theta, cfo, sto, sfo_ppm, symbolType="upchirp")
+#
+#t= np.linspace(start = 0, stop=NSF*Ts, num=NSF, endpoint=False)
+#
+#figsize=(12,4)
+#plt.figure(figsize=figsize)
+#plt.plot(np.arange(len(in_array)),np.real(in_array), color = '#6aa6dd', label = "Real")
+##plt.plot(np.arange(len(in_array)),np.imag(in_array), color = "red" , label = "Imag")
+#plt.title("Input vector")
+#plt.xlabel("Time")
+#plt.ylabel("Amplitude")
+#
+#
+#downchirp = np.conjugate(in_array[1*(NSF*n_os): 2*NSF*n_os])
+#offset_time = n_os * 3
+#index_dechirped = np.arange(start=offset_time, stop=(len(snr_test)-1)*n_os*NSF +offset_time)
+#dechirped = np.zeros(len(in_array), dtype=np.complex64)
+#for i,snri in enumerate(snr_test[:-1]):
+# print((offset_time+i*(n_os*NSF)))
+# print((offset_time+(i+1)*(n_os*NSF)))
+# dechirped[(offset_time+i*(n_os*NSF)) : (offset_time+(i+1)*(n_os*NSF))] = in_array[(offset_time+ i*(n_os*NSF)) : (offset_time+ (i+1)*(n_os*NSF))] * downchirp
+# #dechirped[(offset_time+i*(n_os*NSF)) : ((i+1)*(n_os*NSF))] = in_array[(offset_time+ i*(n_os*NSF)) : ( (i+1)*(n_os*NSF))] * downchirp[0 : (n_os*NSF)- offset_time]
+# #dechirped[( (i+1)*(n_os*NSF)) : (offset_time+(i+1)*(n_os*NSF))] = in_array[( (i+1)*(n_os*NSF)) : (offset_time+ (i+1)*(n_os*NSF))] * downchirp[(n_os*NSF)- offset_time : (n_os*NSF)]
+#print(len(downchirp))
+#
+#
+#figsize=(12,4)
+#plt.figure(figsize=figsize)
+##plt.plot(np.arange(len(in_array)),np.real(in_array), color = "red", label = "Real")
+#plt.plot(np.arange(len(in_array)),np.real(dechirped), color = "#92ca14", label = "Real")
+##plt.plot(np.arange(len(in_array)),np.imag(in_array), color = "red" , label = "Imag")
+#plt.title("Input vector")
+#plt.xlabel("Time")
+#plt.ylabel("Amplitude")
+#
\ No newline at end of file
diff --git a/rtl_files/TF_SFs_sim.inc b/rtl_files/TF_SFs_sim.inc
new file mode 100644
index 0000000000000000000000000000000000000000..9acb3cae24f0cafde9a31a9b33c23f3a6297303e
--- /dev/null
+++ b/rtl_files/TF_SFs_sim.inc
@@ -0,0 +1,3 @@
+parameter [11:0] TF_ARRAY_R [0:2047] = 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956,12'sh954,12'sh952,12'sh950,12'sh94f,12'sh94d,12'sh94b,12'sh94a,12'sh948,12'sh946,12'sh944,12'sh943,12'sh941,12'sh93f,12'sh93e,12'sh93c,12'sh93a,12'sh939,12'sh937,12'sh935,12'sh934,12'sh932,12'sh930,12'sh92f,12'sh92d,12'sh92b,12'sh92a,12'sh928,12'sh927,12'sh925,12'sh923,12'sh922,12'sh920,12'sh91f,12'sh91d,12'sh91b,12'sh91a,12'sh918,12'sh917,12'sh915,12'sh913,12'sh912,12'sh910,12'sh90f,12'sh90d,12'sh90c,12'sh90a,12'sh909,12'sh907,12'sh905,12'sh904,12'sh902,12'sh901,12'sh8ff,12'sh8fe,12'sh8fc,12'sh8fb,12'sh8f9,12'sh8f8,12'sh8f6,12'sh8f5,12'sh8f3,12'sh8f2,12'sh8f0,12'sh8ef,12'sh8ed,12'sh8ec,12'sh8ea,12'sh8e9,12'sh8e8,12'sh8e6,12'sh8e5,12'sh8e3,12'sh8e2,12'sh8e0,12'sh8df,12'sh8de,12'sh8dc,12'sh8db,12'sh8d9,12'sh8d8,12'sh8d6,12'sh8d5,12'sh8d4,12'sh8d2,12'sh8d1,12'sh8d0,12'sh8ce,12'sh8cd,12'sh8cb,12'sh8ca,12'sh8c9,12'sh8c7,12'sh8c6,12'sh8c5,12'sh8c3,12'sh8c2,12'sh8c1,12'sh8bf,12'sh8be,12'sh8bd,12'sh8bb,12'sh8ba,12'sh8b9,12'sh8b7,12'sh8b6,12'sh8b5,12'sh8b4,12'sh8b2,12'sh8b1,12'sh8b0,12'sh8ae,12'sh8ad,12'sh8ac,12'sh8ab,12'sh8a9,12'sh8a8,12'sh8a7,12'sh8a6,12'sh8a4,12'sh8a3,12'sh8a2,12'sh8a1,12'sh8a0,12'sh89e,12'sh89d,12'sh89c,12'sh89b,12'sh899,12'sh898,12'sh897,12'sh896,12'sh895,12'sh894,12'sh892,12'sh891,12'sh890,12'sh88f,12'sh88e,12'sh88d,12'sh88c,12'sh88a,12'sh889,12'sh888,12'sh887,12'sh886,12'sh885,12'sh884,12'sh883,12'sh881,12'sh880,12'sh87f,12'sh87e,12'sh87d,12'sh87c,12'sh87b,12'sh87a,12'sh879,12'sh878,12'sh877,12'sh876,12'sh875,12'sh874,12'sh872,12'sh871,12'sh870,12'sh86f,12'sh86e,12'sh86d,12'sh86c,12'sh86b,12'sh86a,12'sh869,12'sh868,12'sh867,12'sh866,12'sh865,12'sh864,12'sh863,12'sh862,12'sh862,12'sh861,12'sh860,12'sh85f,12'sh85e,12'sh85d,12'sh85c,12'sh85b,12'sh85a,12'sh859,12'sh858,12'sh857,12'sh856,12'sh855,12'sh855,12'sh854,12'sh853,12'sh852,12'sh851,12'sh850,12'sh84f,12'sh84e,12'sh84e,12'sh84d,12'sh84c,12'sh84b,12'sh84a,12'sh849,12'sh849,12'sh848,12'sh847,12'sh846,12'sh845,12'sh844,12'sh844,12'sh843,12'sh842,12'sh841,12'sh840,12'sh840,12'sh83f,12'sh83e,12'sh83d,12'sh83d,12'sh83c,12'sh83b,12'sh83a,12'sh83a,12'sh839,12'sh838,12'sh837,12'sh837,12'sh836,12'sh835,12'sh835,12'sh834,12'sh833,12'sh832,12'sh832,12'sh831,12'sh830,12'sh830,12'sh82f,12'sh82e,12'sh82e,12'sh82d,12'sh82c,12'sh82c,12'sh82b,12'sh82a,12'sh82a,12'sh829,12'sh829,12'sh828,12'sh827,12'sh827,12'sh826,12'sh826,12'sh825,12'sh824,12'sh824,12'sh823,12'sh823,12'sh822,12'sh821,12'sh821,12'sh820,12'sh820,12'sh81f,12'sh81f,12'sh81e,12'sh81e,12'sh81d,12'sh81d,12'sh81c,12'sh81c,12'sh81b,12'sh81b,12'sh81a,12'sh81a,12'sh819,12'sh819,12'sh818,12'sh818,12'sh817,12'sh817,12'sh816,12'sh816,12'sh815,12'sh815,12'sh814,12'sh814,12'sh813,12'sh813,12'sh813,12'sh812,12'sh812,12'sh811,12'sh811,12'sh811,12'sh810,12'sh810,12'sh80f,12'sh80f,12'sh80f,12'sh80e,12'sh80e,12'sh80e,12'sh80d,12'sh80d,12'sh80c,12'sh80c,12'sh80c,12'sh80b,12'sh80b,12'sh80b,12'sh80a,12'sh80a,12'sh80a,12'sh80a,12'sh809,12'sh809,12'sh809,12'sh808,12'sh808,12'sh808,12'sh808,12'sh807,12'sh807,12'sh807,12'sh807,12'sh806,12'sh806,12'sh806,12'sh806,12'sh805,12'sh805,12'sh805,12'sh805,12'sh804,12'sh804,12'sh804,12'sh804,12'sh804,12'sh803,12'sh803,12'sh803,12'sh803,12'sh803,12'sh803,12'sh802,12'sh802,12'sh802,12'sh802,12'sh802,12'sh802,12'sh802,12'sh802,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801,12'sh801};
+
+parameter [11:0] TF_ARRAY_I [0:2047] = 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12'sh812,12'sh813,12'sh813,12'sh813,12'sh814,12'sh814,12'sh815,12'sh815,12'sh816,12'sh816,12'sh817,12'sh817,12'sh818,12'sh818,12'sh819,12'sh819,12'sh81a,12'sh81a,12'sh81b,12'sh81b,12'sh81c,12'sh81c,12'sh81d,12'sh81d,12'sh81e,12'sh81e,12'sh81f,12'sh81f,12'sh820,12'sh820,12'sh821,12'sh821,12'sh822,12'sh823,12'sh823,12'sh824,12'sh824,12'sh825,12'sh826,12'sh826,12'sh827,12'sh827,12'sh828,12'sh829,12'sh829,12'sh82a,12'sh82a,12'sh82b,12'sh82c,12'sh82c,12'sh82d,12'sh82e,12'sh82e,12'sh82f,12'sh830,12'sh830,12'sh831,12'sh832,12'sh832,12'sh833,12'sh834,12'sh835,12'sh835,12'sh836,12'sh837,12'sh837,12'sh838,12'sh839,12'sh83a,12'sh83a,12'sh83b,12'sh83c,12'sh83d,12'sh83d,12'sh83e,12'sh83f,12'sh840,12'sh840,12'sh841,12'sh842,12'sh843,12'sh844,12'sh844,12'sh845,12'sh846,12'sh847,12'sh848,12'sh849,12'sh849,12'sh84a,12'sh84b,12'sh84c,12'sh84d,12'sh84e,12'sh84e,12'sh84f,12'sh850,12'sh851,12'sh852,12'sh853,12'sh854,12'sh855,12'sh855,12'sh856,12'sh857,12'sh858,12'sh859,12'sh85a,12'sh85b,12'sh85c,12'sh85d,12'sh85e,12'sh85f,12'sh860,12'sh861,12'sh862,12'sh862,12'sh863,12'sh864,12'sh865,12'sh866,12'sh867,12'sh868,12'sh869,12'sh86a,12'sh86b,12'sh86c,12'sh86d,12'sh86e,12'sh86f,12'sh870,12'sh871,12'sh872,12'sh874,12'sh875,12'sh876,12'sh877,12'sh878,12'sh879,12'sh87a,12'sh87b,12'sh87c,12'sh87d,12'sh87e,12'sh87f,12'sh880,12'sh881,12'sh883,12'sh884,12'sh885,12'sh886,12'sh887,12'sh888,12'sh889,12'sh88a,12'sh88c,12'sh88d,12'sh88e,12'sh88f,12'sh890,12'sh891,12'sh892,12'sh894,12'sh895,12'sh896,12'sh897,12'sh898,12'sh899,12'sh89b,12'sh89c,12'sh89d,12'sh89e,12'sh8a0,12'sh8a1,12'sh8a2,12'sh8a3,12'sh8a4,12'sh8a6,12'sh8a7,12'sh8a8,12'sh8a9,12'sh8ab,12'sh8ac,12'sh8ad,12'sh8ae,12'sh8b0,12'sh8b1,12'sh8b2,12'sh8b4,12'sh8b5,12'sh8b6,12'sh8b7,12'sh8b9,12'sh8ba,12'sh8bb,12'sh8bd,12'sh8be,12'sh8bf,12'sh8c1,12'sh8c2,12'sh8c3,12'sh8c5,12'sh8c6,12'sh8c7,12'sh8c9,12'sh8ca,12'sh8cb,12'sh8cd,12'sh8ce,12'sh8d0,12'sh8d1,12'sh8d2,12'sh8d4,12'sh8d5,12'sh8d6,12'sh8d8,12'sh8d9,12'sh8db,12'sh8dc,12'sh8de,12'sh8df,12'sh8e0,12'sh8e2,12'sh8e3,12'sh8e5,12'sh8e6,12'sh8e8,12'sh8e9,12'sh8ea,12'sh8ec,12'sh8ed,12'sh8ef,12'sh8f0,12'sh8f2,12'sh8f3,12'sh8f5,12'sh8f6,12'sh8f8,12'sh8f9,12'sh8fb,12'sh8fc,12'sh8fe,12'sh8ff,12'sh901,12'sh902,12'sh904,12'sh905,12'sh907,12'sh909,12'sh90a,12'sh90c,12'sh90d,12'sh90f,12'sh910,12'sh912,12'sh913,12'sh915,12'sh917,12'sh918,12'sh91a,12'sh91b,12'sh91d,12'sh91f,12'sh920,12'sh922,12'sh923,12'sh925,12'sh927,12'sh928,12'sh92a,12'sh92b,12'sh92d,12'sh92f,12'sh930,12'sh932,12'sh934,12'sh935,12'sh937,12'sh939,12'sh93a,12'sh93c,12'sh93e,12'sh93f,12'sh941,12'sh943,12'sh944,12'sh946,12'sh948,12'sh94a,12'sh94b,12'sh94d,12'sh94f,12'sh950,12'sh952,12'sh954,12'sh956,12'sh957,12'sh959,12'sh95b,12'sh95d,12'sh95e,12'sh960,12'sh962,12'sh964,12'sh965,12'sh967,12'sh969,12'sh96b,12'sh96d,12'sh96e,12'sh970,12'sh972,12'sh974,12'sh976,12'sh977,12'sh979,12'sh97b,12'sh97d,12'sh97f,12'sh981,12'sh982,12'sh984,12'sh986,12'sh988,12'sh98a,12'sh98c,12'sh98d,12'sh98f,12'sh991,12'sh993,12'sh995,12'sh997,12'sh999,12'sh99b,12'sh99c,12'sh99e,12'sh9a0,12'sh9a2,12'sh9a4,12'sh9a6,12'sh9a8,12'sh9aa,12'sh9ac,12'sh9ae,12'sh9b0,12'sh9b1,12'sh9b3,12'sh9b5,12'sh9b7,12'sh9b9,12'sh9bb,12'sh9bd,12'sh9bf,12'sh9c1,12'sh9c3,12'sh9c5,12'sh9c7,12'sh9c9,12'sh9cb,12'sh9cd,12'sh9cf,12'sh9d1,12'sh9d3,12'sh9d5,12'sh9d7,12'sh9d9,12'sh9db,12'sh9dd,12'sh9df,12'sh9e1,12'sh9e3,12'sh9e5,12'sh9e7,12'sh9e9,12'sh9eb,12'sh9ed,12'sh9ef,12'sh9f1,12'sh9f3,12'sh9f5,12'sh9f7,12'sh9f9,12'sh9fc,12'sh9fe,12'sha00,12'sha02,12'sha04,12'sha06,12'sha08,12'sha0a,12'sha0c,12'sha0e,12'sha10,12'sha13,12'sha15,12'sha17,12'sha19,12'sha1b,12'sha1d,12'sha1f,12'sha21,12'sha24,12'sha26,12'sha28,12'sha2a,12'sha2c,12'sha2e,12'sha30,12'sha33,12'sha35,12'sha37,12'sha39,12'sha3b,12'sha3d,12'sha40,12'sha42,12'sha44,12'sha46,12'sha48,12'sha4b,12'sha4d,12'sha4f,12'sha51,12'sha53,12'sha56,12'sha58,12'sha5a,12'sha5c,12'sha5f,12'sha61,12'sha63,12'sha65,12'sha67,12'sha6a,12'sha6c,12'sha6e,12'sha70,12'sha73,12'sha75,12'sha77,12'sha7a,12'sha7c,12'sha7e,12'sha80,12'sha83,12'sha85,12'sha87,12'sha8a,12'sha8c,12'sha8e,12'sha90,12'sha93,12'sha95,12'sha97,12'sha9a,12'sha9c,12'sha9e,12'shaa1,12'shaa3,12'shaa5,12'shaa8,12'shaaa,12'shaac,12'shaaf,12'shab1,12'shab3,12'shab6,12'shab8,12'shaba,12'shabd,12'shabf,12'shac2,12'shac4,12'shac6,12'shac9,12'shacb,12'shacd,12'shad0,12'shad2,12'shad5,12'shad7,12'shad9,12'shadc,12'shade,12'shae1,12'shae3,12'shae5,12'shae8,12'shaea,12'shaed,12'shaef,12'shaf2,12'shaf4,12'shaf7,12'shaf9,12'shafb,12'shafe,12'shb00,12'shb03,12'shb05,12'shb08,12'shb0a,12'shb0d,12'shb0f,12'shb12,12'shb14,12'shb16,12'shb19,12'shb1b,12'shb1e,12'shb20,12'shb23,12'shb25,12'shb28,12'shb2a,12'shb2d,12'shb2f,12'shb32,12'shb34,12'shb37,12'shb39,12'shb3c,12'shb3f,12'shb41,12'shb44,12'shb46,12'shb49,12'shb4b,12'shb4e,12'shb50,12'shb53,12'shb55,12'shb58,12'shb5a,12'shb5d,12'shb60,12'shb62,12'shb65,12'shb67,12'shb6a,12'shb6c,12'shb6f,12'shb72,12'shb74,12'shb77,12'shb79,12'shb7c,12'shb7f,12'shb81,12'shb84,12'shb86,12'shb89,12'shb8c,12'shb8e,12'shb91,12'shb93,12'shb96,12'shb99,12'shb9b,12'shb9e,12'shba1,12'shba3,12'shba6,12'shba8,12'shbab,12'shbae,12'shbb0,12'shbb3,12'shbb6,12'shbb8,12'shbbb,12'shbbe,12'shbc0,12'shbc3,12'shbc6,12'shbc8,12'shbcb,12'shbce,12'shbd0,12'shbd3,12'shbd6,12'shbd8,12'shbdb,12'shbde,12'shbe0,12'shbe3,12'shbe6,12'shbe9,12'shbeb,12'shbee,12'shbf1,12'shbf3,12'shbf6,12'shbf9,12'shbfb,12'shbfe,12'shc01,12'shc04,12'shc06,12'shc09,12'shc0c,12'shc0f,12'shc11,12'shc14,12'shc17,12'shc19,12'shc1c,12'shc1f,12'shc22,12'shc24,12'shc27,12'shc2a,12'shc2d,12'shc30,12'shc32,12'shc35,12'shc38,12'shc3b,12'shc3d,12'shc40,12'shc43,12'shc46,12'shc48,12'shc4b,12'shc4e,12'shc51,12'shc54,12'shc56,12'shc59,12'shc5c,12'shc5f,12'shc62,12'shc64,12'shc67,12'shc6a,12'shc6d,12'shc70,12'shc72,12'shc75,12'shc78,12'shc7b,12'shc7e,12'shc81,12'shc83,12'shc86,12'shc89,12'shc8c,12'shc8f,12'shc92,12'shc94,12'shc97,12'shc9a,12'shc9d,12'shca0,12'shca3,12'shca5,12'shca8,12'shcab,12'shcae,12'shcb1,12'shcb4,12'shcb7,12'shcb9,12'shcbc,12'shcbf,12'shcc2,12'shcc5,12'shcc8,12'shccb,12'shcce,12'shcd0,12'shcd3,12'shcd6,12'shcd9,12'shcdc,12'shcdf,12'shce2,12'shce5,12'shce8,12'shcea,12'shced,12'shcf0,12'shcf3,12'shcf6,12'shcf9,12'shcfc,12'shcff,12'shd02,12'shd05,12'shd08,12'shd0a,12'shd0d,12'shd10,12'shd13,12'shd16,12'shd19,12'shd1c,12'shd1f,12'shd22,12'shd25,12'shd28,12'shd2b,12'shd2e,12'shd31,12'shd33,12'shd36,12'shd39,12'shd3c,12'shd3f,12'shd42,12'shd45,12'shd48,12'shd4b,12'shd4e,12'shd51,12'shd54,12'shd57,12'shd5a,12'shd5d,12'shd60,12'shd63,12'shd66,12'shd69,12'shd6c,12'shd6f,12'shd72,12'shd75,12'shd78,12'shd7b,12'shd7e,12'shd81,12'shd84,12'shd87,12'shd8a,12'shd8d,12'shd90,12'shd92,12'shd95,12'shd98,12'shd9b,12'shd9e,12'shda1,12'shda4,12'shda7,12'shdaa,12'shdad,12'shdb1,12'shdb4,12'shdb7,12'shdba,12'shdbd,12'shdc0,12'shdc3,12'shdc6,12'shdc9,12'shdcc,12'shdcf,12'shdd2,12'shdd5,12'shdd8,12'shddb,12'shdde,12'shde1,12'shde4,12'shde7,12'shdea,12'shded,12'shdf0,12'shdf3,12'shdf6,12'shdf9,12'shdfc,12'shdff,12'she02,12'she05,12'she08,12'she0b,12'she0e,12'she11,12'she14,12'she18,12'she1b,12'she1e,12'she21,12'she24,12'she27,12'she2a,12'she2d,12'she30,12'she33,12'she36,12'she39,12'she3c,12'she3f,12'she42,12'she45,12'she48,12'she4c,12'she4f,12'she52,12'she55,12'she58,12'she5b,12'she5e,12'she61,12'she64,12'she67,12'she6a,12'she6d,12'she70,12'she74,12'she77,12'she7a,12'she7d,12'she80,12'she83,12'she86,12'she89,12'she8c,12'she8f,12'she92,12'she95,12'she99,12'she9c,12'she9f,12'shea2,12'shea5,12'shea8,12'sheab,12'sheae,12'sheb1,12'sheb4,12'sheb8,12'shebb,12'shebe,12'shec1,12'shec4,12'shec7,12'sheca,12'shecd,12'shed0,12'shed3,12'shed7,12'sheda,12'shedd,12'shee0,12'shee3,12'shee6,12'shee9,12'sheec,12'sheef,12'shef3,12'shef6,12'shef9,12'shefc,12'sheff,12'shf02,12'shf05,12'shf08,12'shf0c,12'shf0f,12'shf12,12'shf15,12'shf18,12'shf1b,12'shf1e,12'shf21,12'shf25,12'shf28,12'shf2b,12'shf2e,12'shf31,12'shf34,12'shf37,12'shf3a,12'shf3e,12'shf41,12'shf44,12'shf47,12'shf4a,12'shf4d,12'shf50,12'shf53,12'shf57,12'shf5a,12'shf5d,12'shf60,12'shf63,12'shf66,12'shf69,12'shf6c,12'shf70,12'shf73,12'shf76,12'shf79,12'shf7c,12'shf7f,12'shf82,12'shf86,12'shf89,12'shf8c,12'shf8f,12'shf92,12'shf95,12'shf98,12'shf9c,12'shf9f,12'shfa2,12'shfa5,12'shfa8,12'shfab,12'shfae,12'shfb1,12'shfb5,12'shfb8,12'shfbb,12'shfbe,12'shfc1,12'shfc4,12'shfc7,12'shfcb,12'shfce,12'shfd1,12'shfd4,12'shfd7,12'shfda,12'shfdd,12'shfe1,12'shfe4,12'shfe7,12'shfea,12'shfed,12'shff0,12'shff3,12'shff7,12'shffa,12'shffd};
\ No newline at end of file
diff --git a/rtl_files/TF_sim.inc b/rtl_files/TF_sim.inc
new file mode 100644
index 0000000000000000000000000000000000000000..66a286e11bd322f6d63887b299400814d93d43b9
--- /dev/null
+++ b/rtl_files/TF_sim.inc
@@ -0,0 +1,3 @@
+parameter [11:0] TF_ARRAY_R [0:31] = {12'sh7ff,12'sh7f6,12'sh7d9,12'sh7a8,12'sh764,12'sh70e,12'sh6a7,12'sh62f,12'sh5a8,12'sh513,12'sh472,12'sh3c5,12'sh310,12'sh253,12'sh190,12'sh0c9,12'sh000,12'shf37,12'she70,12'shdad,12'shcf0,12'shc3b,12'shb8e,12'shaed,12'sha58,12'sh9d1,12'sh959,12'sh8f2,12'sh89c,12'sh858,12'sh827,12'sh80a};
+
+parameter [11:0] TF_ARRAY_I [0:31] = {12'sh000,12'shf37,12'she70,12'shdad,12'shcf0,12'shc3b,12'shb8e,12'shaed,12'sha58,12'sh9d1,12'sh959,12'sh8f2,12'sh89c,12'sh858,12'sh827,12'sh80a,12'sh801,12'sh80a,12'sh827,12'sh858,12'sh89c,12'sh8f2,12'sh959,12'sh9d1,12'sha58,12'shaed,12'shb8e,12'shc3b,12'shcf0,12'shdad,12'she70,12'shf37};
\ No newline at end of file
diff --git a/rtl_files/downchirp_SFs_sim.inc b/rtl_files/downchirp_SFs_sim.inc
new file mode 100644
index 0000000000000000000000000000000000000000..ddfa3f37ef828401116d20d7ae137d4c9686f5ab
--- /dev/null
+++ b/rtl_files/downchirp_SFs_sim.inc
@@ -0,0 +1,27 @@
+parameter [11:0] DOWNCHIRP_SF4_R [0:7] = {12'sh7ff,12'sh7d9,12'sh767,12'sh6af,12'sh5ba,12'sh492,12'sh344,12'sh1db};
+parameter [11:0] DOWNCHIRP_SF4_I [0:7] = {12'sh000,12'sh18e,12'sh30a,12'sh466,12'sh596,12'sh691,12'sh74e,12'sh7c8};
+
+parameter [11:0] DOWNCHIRP_SF5_R [0:15] = {12'sh7ff,12'sh7d9,12'sh765,12'sh6ab,12'sh5b1,12'sh482,12'sh32a,12'sh1b5,12'sh032,12'sheaf,12'shd39,12'shbde,12'shaaa,12'sh9a6,12'sh8dc,12'sh851};
+parameter [11:0] DOWNCHIRP_SF5_I [0:15] = {12'sh000,12'sh18f,12'sh30d,12'sh46c,12'sh59f,12'sh69c,12'sh759,12'sh7d1,12'sh7ff,12'sh7e4,12'sh781,12'sh6da,12'sh5f6,12'sh4de,12'sh39c,12'sh23b};
+
+parameter [11:0] DOWNCHIRP_SF6_R [0:31] = {12'sh7ff,12'sh7d9,12'sh765,12'sh6a9,12'sh5ad,12'sh47a,12'sh31d,12'sh1a2,12'sh019,12'she90,12'shd15,12'shbb6,12'sha80,12'sh97f,12'sh8bb,12'sh83a,12'sh802,12'sh814,12'sh86f,12'sh90f,12'sh9ed,12'shb02,12'shc44,12'shda7,12'shf1e,12'sh09d,12'sh215,12'sh379,12'sh4bf,12'sh5da,12'sh6c1,12'sh76d};
+parameter [11:0] DOWNCHIRP_SF6_I [0:31] = {12'sh000,12'sh18f,12'sh30e,12'sh46f,12'sh5a4,12'sh6a1,12'sh75f,12'sh7d5,12'sh7ff,12'sh7df,12'sh773,12'sh6c1,12'sh5d0,12'sh4a8,12'sh356,12'sh1e6,12'sh064,12'shee0,12'shd67,12'shc07,12'shacb,12'sh9bf,12'sh8ed,12'sh85a,12'sh80c,12'sh806,12'sh846,12'sh8cb,12'sh98f,12'sha8c,12'shbb7,12'shd07};
+
+parameter [11:0] DOWNCHIRP_SF7_R [0:63] = {12'sh7ff,12'sh7d9,12'sh764,12'sh6a8,12'sh5aa,12'sh476,12'sh316,12'sh199,12'sh00d,12'she80,12'shd02,12'shba2,12'sha6c,12'sh96c,12'sh8ab,12'sh830,12'sh801,12'sh81d,12'sh884,12'sh933,12'sha21,12'shb47,12'shc99,12'she0b,12'shf8f,12'sh117,12'sh294,12'sh3f8,12'sh537,12'sh646,12'sh71a,12'sh7ab,12'sh7f6,12'sh7f7,12'sh7af,12'sh720,12'sh650,12'sh547,12'sh40d,12'sh2af,12'sh139,12'shfb8,12'she3a,12'shccc,12'shb7c,12'sha55,12'sh961,12'sh8a8,12'sh832,12'sh801,12'sh818,12'sh875,12'sh915,12'sh9f2,12'shb05,12'shc43,12'shda1,12'shf15,12'sh090,12'sh205,12'sh369,12'sh4ae,12'sh5cb,12'sh6b5};
+parameter [11:0] DOWNCHIRP_SF7_I [0:63] = {12'sh000,12'sh18f,12'sh30f,12'sh470,12'sh5a6,12'sh6a4,12'sh761,12'sh7d7,12'sh7ff,12'sh7dc,12'sh76c,12'sh6b4,12'sh5bc,12'sh48d,12'sh333,12'sh1bb,12'sh032,12'shea8,12'shd2b,12'shbca,12'sha90,12'sh98b,12'sh8c2,12'sh83e,12'sh803,12'sh813,12'sh86d,12'sh90e,12'sh9ef,12'shb09,12'shc50,12'shdb9,12'shf37,12'sh0bc,12'sh23a,12'sh3a2,12'sh4ea,12'sh603,12'sh6e6,12'sh789,12'sh7e8,12'sh7ff,12'sh7cd,12'sh755,12'sh69b,12'sh5a5,12'sh47d,12'sh32d,12'sh1c1,12'sh045,12'shec8,12'shd56,12'shbfb,12'shac5,12'sh9be,12'sh8ed,12'sh85c,12'sh80e,12'sh805,12'sh842,12'sh8c3,12'sh983,12'sha7b,12'shba3};
+
+parameter [11:0] DOWNCHIRP_SF8_R [0:127] = {12'sh7ff,12'sh7d9,12'sh764,12'sh6a7,12'sh5a9,12'sh474,12'sh313,12'sh194,12'sh006,12'she78,12'shcf9,12'shb98,12'sha62,12'sh962,12'sh8a3,12'sh82c,12'sh801,12'sh822,12'sh890,12'sh946,12'sha3c,12'shb6a,12'shcc5,12'she3e,12'shfc7,12'sh153,12'sh2d2,12'sh436,12'sh571,12'sh678,12'sh741,12'sh7c4,12'sh7fe,12'sh7eb,12'sh78d,12'sh6e7,12'sh5ff,12'sh4df,12'sh391,12'sh221,12'sh09d,12'shf13,12'shd93,12'shc29,12'shae4,12'sh9cf,12'sh8f5,12'sh85d,12'sh80c,12'sh807,12'sh84c,12'sh8d9,12'sh9a9,12'shab4,12'shbf0,12'shd52,12'shecd,12'sh053,12'sh1d6,12'sh347,12'sh49a,12'sh5c2,12'sh6b4,12'sh769,12'sh7d9,12'sh7ff,12'sh7dd,12'sh773,12'sh6c3,12'sh5d6,12'sh4b3,12'sh365,12'sh1f8,12'sh079,12'shef6,12'shd7d,12'shc1b,12'shadd,12'sh9cd,12'sh8f6,12'sh860,12'sh80e,12'sh805,12'sh844,12'sh8c9,12'sh990,12'sha90,12'shbc2,12'shd19,12'she8b,12'sh009,12'sh187,12'sh2f7,12'sh44c,12'sh57b,12'sh678,12'sh73b,12'sh7be,12'sh7fb,12'sh7f1,12'sh7a1,12'sh70c,12'sh639,12'sh52f,12'sh3f7,12'sh29c,12'sh12a,12'shfae,12'she35,12'shccc,12'shb7f,12'sha5a,12'sh967,12'sh8ae,12'sh836,12'sh802,12'sh814,12'sh86c,12'sh905,12'sh9dc,12'shae8,12'shc20,12'shd7a,12'sheea,12'sh063,12'sh1d8,12'sh33e,12'sh487};
+parameter [11:0] DOWNCHIRP_SF8_I [0:127] = {12'sh000,12'sh18f,12'sh30f,12'sh471,12'sh5a7,12'sh6a5,12'sh763,12'sh7d8,12'sh7ff,12'sh7da,12'sh768,12'sh6ad,12'sh5b2,12'sh480,12'sh321,12'sh1a5,12'sh019,12'she8c,12'shd0e,12'shbac,12'sha74,12'sh972,12'sh8af,12'sh832,12'sh801,12'sh81c,12'sh883,12'sh932,12'sha22,12'shb4a,12'shc9f,12'she14,12'shf9c,12'sh126,12'sh2a6,12'sh40c,12'sh54b,12'sh659,12'sh729,12'sh7b6,12'sh7fa,12'sh7f2,12'sh7a0,12'sh705,12'sh628,12'sh511,12'sh3cb,12'sh262,12'sh0e2,12'shf5a,12'shdd8,12'shc6b,12'shb1f,12'sha01,12'sh91c,12'sh876,12'sh817,12'sh802,12'sh837,12'sh8b4,12'sh975,12'sha72,12'shba3,12'shcfc,12'she70,12'shff3,12'sh176,12'sh2ec,12'sh446,12'sh579,12'sh67a,12'sh73f,12'sh7c1,12'sh7fc,12'sh7ef,12'sh798,12'sh6fd,12'sh622,12'sh50f,12'sh3ce,12'sh26b,12'sh0f1,12'shf70,12'shdf4,12'shc8a,12'shb41,12'sha22,12'sh938,12'sh88c,12'sh822,12'sh801,12'sh826,12'sh892,12'sh941,12'sha2c,12'shb4b,12'shc94,12'shdfc,12'shf75,12'sh0f4,12'sh269,12'sh3c9,12'sh507,12'sh618,12'sh6f3,12'sh790,12'sh7ea,12'sh7fe,12'sh7cc,12'sh754,12'sh69d,12'sh5aa,12'sh487,12'sh33b,12'sh1d3,12'sh05c,12'shee1,12'shd71,12'shc17,12'shae0,12'sh9d5,12'sh900,12'sh868,12'sh813,12'sh802,12'sh837,12'sh8b0,12'sh967};
+
+parameter [11:0] DOWNCHIRP_SF9_R [0:255] = {12'sh7ff,12'sh7d9,12'sh764,12'sh6a7,12'sh5a9,12'sh473,12'sh311,12'sh192,12'sh003,12'she74,12'shcf5,12'shb93,12'sha5d,12'sh95e,12'sh8a0,12'sh82a,12'sh801,12'sh825,12'sh896,12'sh94f,12'sha4a,12'shb7c,12'shcda,12'she57,12'shfe4,12'sh171,12'sh2f1,12'sh454,12'sh58d,12'sh690,12'sh753,12'sh7cf,12'sh7ff,12'sh7e2,12'sh779,12'sh6c8,12'sh5d4,12'sh4a9,12'sh351,12'sh1d8,12'sh04f,12'shec2,12'shd41,12'shbdb,12'sha9d,12'sh992,12'sh8c6,12'sh83f,12'sh803,12'sh814,12'sh870,12'sh916,12'sh9fd,12'shb1e,12'shc6e,12'shde0,12'shf66,12'sh0f2,12'sh275,12'sh3e0,12'sh526,12'sh63b,12'sh714,12'sh7aa,12'sh7f6,12'sh7f7,12'sh7ab,12'sh717,12'sh63f,12'sh52c,12'sh3e8,12'sh27f,12'sh0fe,12'shf74,12'shdef,12'shc7d,12'shb2e,12'sha0b,12'sh922,12'sh879,12'sh818,12'sh802,12'sh837,12'sh8b5,12'sh979,12'sha7a,12'shbaf,12'shd0d,12'she86,12'sh00d,12'sh194,12'sh30c,12'sh467,12'sh598,12'sh695,12'sh754,12'sh7ce,12'sh7ff,12'sh7e5,12'sh781,12'sh6d7,12'sh5ec,12'sh4ca,12'sh37c,12'sh20d,12'sh08b,12'shf04,12'shd86,12'shc20,12'shadd,12'sh9cb,12'sh8f3,12'sh85c,12'sh80c,12'sh807,12'sh84b,12'sh8d8,12'sh9a6,12'shab0,12'shbea,12'shd4b,12'shec5,12'sh04a,12'sh1cc,12'sh33d,12'sh491,12'sh5ba,12'sh6ae,12'sh764,12'sh7d6,12'sh7ff,12'sh7e0,12'sh777,12'sh6ca,12'sh5de,12'sh4bc,12'sh36e,12'sh202,12'sh082,12'sheff,12'shd84,12'shc21,12'shae1,12'sh9d0,12'sh8f8,12'sh860,12'sh80e,12'sh805,12'sh845,12'sh8cc,12'sh994,12'sha97,12'shbcb,12'shd25,12'she9a,12'sh01b,12'sh19b,12'sh30c,12'sh462,12'sh58f,12'sh68a,12'sh74a,12'sh7c7,12'sh7fe,12'sh7ec,12'sh792,12'sh6f4,12'sh616,12'sh502,12'sh3c1,12'sh25d,12'sh0e5,12'shf64,12'shde9,12'shc81,12'shb38,12'sha1b,12'sh933,12'sh888,12'sh821,12'sh801,12'sh827,12'sh895,12'sh946,12'sha33,12'shb53,12'shc9e,12'she07,12'shf82,12'sh100,12'sh276,12'sh3d6,12'sh513,12'sh623,12'sh6fc,12'sh797,12'sh7ed,12'sh7fd,12'sh7c6,12'sh74a,12'sh68c,12'sh595,12'sh46b,12'sh31b,12'sh1af,12'sh034,12'sheb8,12'shd47,12'shbee,12'shab9,12'sh9b4,12'sh8e6,12'sh857,12'sh80b,12'sh807,12'sh848,12'sh8ce,12'sh993,12'sha91,12'shbbf,12'shd12,12'she7f,12'shffa,12'sh174,12'sh2e1,12'sh435,12'sh564,12'sh663,12'sh72b,12'sh7b3,12'sh7f8,12'sh7f7,12'sh7b0,12'sh726,12'sh65d,12'sh55d,12'sh42e,12'sh2da,12'sh16e,12'shff5,12'she7d,12'shd12,12'shbc0,12'sha94,12'sh997,12'sh8d2,12'sh84c,12'sh808,12'sh80a,12'sh850,12'sh8da,12'sh9a1,12'shaa0,12'shbcd,12'shd1f,12'she89};
+parameter [11:0] DOWNCHIRP_SF9_I [0:255] = {12'sh000,12'sh18f,12'sh310,12'sh471,12'sh5a8,12'sh6a6,12'sh763,12'sh7d8,12'sh7ff,12'sh7d9,12'sh766,12'sh6aa,12'sh5ad,12'sh479,12'sh319,12'sh19a,12'sh00d,12'she7e,12'shcff,12'shb9d,12'sha66,12'sh965,12'sh8a5,12'sh82d,12'sh801,12'sh822,12'sh88f,12'sh946,12'sha3d,12'shb6c,12'shcc8,12'she42,12'shfce,12'sh15b,12'sh2db,12'sh43f,12'sh57a,12'sh681,12'sh748,12'sh7c9,12'sh7fe,12'sh7e7,12'sh784,12'sh6d8,12'sh5ea,12'sh4c3,12'sh36f,12'sh1f9,12'sh071,12'shee5,12'shd63,12'shbfa,12'shab9,12'sh9aa,12'sh8d7,12'sh84a,12'sh806,12'sh80e,12'sh863,12'sh900,12'sh9e0,12'shafb,12'shc46,12'shdb3,12'shf37,12'sh0c2,12'sh246,12'sh3b4,12'sh4ff,12'sh61a,12'sh6fb,12'sh79a,12'sh7f0,12'sh7fb,12'sh7ba,12'sh730,12'sh662,12'sh558,12'sh41a,12'sh2b6,12'sh139,12'shfb0,12'she2a,12'shcb6,12'shb60,12'sha37,12'sh944,12'sh890,12'sh823,12'sh801,12'sh828,12'sh89a,12'sh952,12'sha48,12'shb74,12'shccb,12'she3f,12'shfc4,12'sh14b,12'sh2c6,12'sh427,12'sh561,12'sh668,12'sh734,12'sh7bc,12'sh7fb,12'sh7f0,12'sh79b,12'sh700,12'sh622,12'sh50c,12'sh3c7,12'sh25f,12'sh0e0,12'shf5a,12'shdda,12'shc6e,12'shb23,12'sha05,12'sh91f,12'sh879,12'sh818,12'sh801,12'sh834,12'sh8af,12'sh96e,12'sha6a,12'shb99,12'shcf0,12'she64,12'shfe7,12'sh16a,12'sh2e0,12'sh43c,12'sh571,12'sh673,12'sh73a,12'sh7bf,12'sh7fc,12'sh7f0,12'sh79b,12'sh700,12'sh625,12'sh512,12'sh3d0,12'sh26c,12'sh0f2,12'shf6e,12'shdf1,12'shc86,12'shb3b,12'sha1c,12'sh932,12'sh887,12'sh820,12'sh801,12'sh82a,12'sh89b,12'sh94f,12'sha40,12'shb65,12'shcb4,12'she20,12'shf9e,12'sh11f,12'sh296,12'sh3f5,12'sh531,12'sh63d,12'sh711,12'sh7a5,12'sh7f3,12'sh7fa,12'sh7b9,12'sh732,12'sh66a,12'sh569,12'sh436,12'sh2de,12'sh16c,12'shfee,12'she70,12'shd00,12'shbac,12'sha7e,12'sh982,12'sh8c0,12'sh83f,12'sh804,12'sh810,12'sh863,12'sh8fb,12'sh9d1,12'shade,12'shc19,12'shd77,12'sheec,12'sh06a,12'sh1e4,12'sh34d,12'sh499,12'sh5bb,12'sh6ab,12'sh75f,12'sh7d2,12'sh7ff,12'sh7e6,12'sh786,12'sh6e3,12'sh603,12'sh4ef,12'sh3ae,12'sh24d,12'sh0d8,12'shf5b,12'shde5,12'shc81,12'shb3b,12'sha20,12'sh939,12'sh88e,12'sh824,12'sh801,12'sh822,12'sh889,12'sh932,12'sha17,12'shb2f,12'shc72,12'shdd4,12'shf48,12'sh0c3,12'sh237,12'sh398,12'sh4d9,12'sh5f0,12'sh6d2,12'sh779,12'sh7df,12'sh7ff,12'sh7db,12'sh772,12'sh6c7,12'sh5e2,12'sh4ca,12'sh388,12'sh227,12'sh0b4,12'shf3a,12'shdc8,12'shc69,12'shb29,12'sha13,12'sh931,12'sh889,12'sh823};
+
+parameter [11:0] DOWNCHIRP_SF10_R [0:511] = {12'sh7ff,12'sh7d9,12'sh764,12'sh6a7,12'sh5a8,12'sh472,12'sh311,12'sh191,12'sh002,12'she72,12'shcf3,12'shb91,12'sha5a,12'sh95b,12'sh89e,12'sh828,12'sh801,12'sh826,12'sh899,12'sh954,12'sha51,12'shb85,12'shce5,12'she64,12'shff2,12'sh180,12'sh300,12'sh463,12'sh59a,12'sh69b,12'sh75c,12'sh7d4,12'sh7ff,12'sh7de,12'sh76f,12'sh6b7,12'sh5be,12'sh48e,12'sh330,12'sh1b4,12'sh027,12'she99,12'shd18,12'shbb4,12'sha7a,12'sh975,12'sh8b0,12'sh833,12'sh801,12'sh81d,12'sh885,12'sh937,12'sha2a,12'shb56,12'shcaf,12'she28,12'shfb3,12'sh141,12'sh2c3,12'sh42a,12'sh568,12'sh672,12'sh73e,12'sh7c3,12'sh7fe,12'sh7ea,12'sh78a,12'sh6e2,12'sh5f6,12'sh4d1,12'sh37d,12'sh208,12'sh07f,12'shef1,12'shd6e,12'shc03,12'shabf,12'sh9ae,12'sh8da,12'sh84b,12'sh806,12'sh80e,12'sh863,12'sh901,12'sh9e3,12'shaff,12'shc4c,12'shdbc,12'shf42,12'sh0cf,12'sh255,12'sh3c3,12'sh50e,12'sh628,12'sh707,12'sh7a2,12'sh7f4,12'sh7f9,12'sh7b2,12'sh720,12'sh64b,12'sh539,12'sh3f5,12'sh28b,12'sh109,12'shf7d,12'shdf5,12'shc82,12'shb30,12'sha0c,12'sh921,12'sh878,12'sh817,12'sh802,12'sh839,12'sh8bb,12'sh982,12'sha87,12'shbc1,12'shd23,12'shea0,12'sh02b,12'sh1b4,12'sh32c,12'sh486,12'sh5b5,12'sh6ae,12'sh766,12'sh7d9,12'sh7ff,12'sh7db,12'sh76b,12'sh6b5,12'sh5bf,12'sh492,12'sh339,12'sh1c2,12'sh03b,12'sheb1,12'shd33,12'shbd1,12'sha96,12'sh98e,12'sh8c4,12'sh83f,12'sh803,12'sh813,12'sh86f,12'sh912,12'sh9f6,12'shb15,12'shc61,12'shdd0,12'shf54,12'sh0de,12'sh25f,12'sh3cb,12'sh512,12'sh629,12'sh706,12'sh7a0,12'sh7f3,12'sh7fa,12'sh7b5,12'sh728,12'sh658,12'sh54b,12'sh40c,12'sh2a8,12'sh12a,12'shfa1,12'she1c,12'shca9,12'shb55,12'sha2d,12'sh93c,12'sh88c,12'sh821,12'sh801,12'sh82b,12'sh89f,12'sh959,12'sha52,12'shb80,12'shcd8,12'she4d,12'shfd3,12'sh15a,12'sh2d5,12'sh435,12'sh56d,12'sh673,12'sh73b,12'sh7c0,12'sh7fd,12'sh7ee,12'sh795,12'sh6f5,12'sh613,12'sh4f9,12'sh3b1,12'sh245,12'sh0c5,12'shf3d,12'shdbd,12'shc52,12'shb09,12'sh9ef,12'sh90d,12'sh86d,12'sh813,12'sh803,12'sh83e,12'sh8c1,12'sh988,12'sha8c,12'shbc2,12'shd1f,12'she98,12'sh01d,12'sh1a2,12'sh317,12'sh46f,12'sh59e,12'sh699,12'sh756,12'sh7cf,12'sh7ff,12'sh7e5,12'sh782,12'sh6d8,12'sh5ef,12'sh4cf,12'sh383,12'sh215,12'sh095,12'shf0f,12'shd92,12'shc2b,12'shae9,12'sh9d5,12'sh8fa,12'sh861,12'sh80e,12'sh805,12'sh846,12'sh8ce,12'sh999,12'sha9f,12'shbd7,12'shd36,12'sheae,12'sh032,12'sh1b4,12'sh327,12'sh47c,12'sh5a8,12'sh6a0,12'sh75a,12'sh7d1,12'sh7ff,12'sh7e4,12'sh780,12'sh6d7,12'sh5ef,12'sh4d0,12'sh384,12'sh219,12'sh09a,12'shf16,12'shd9a,12'shc34,12'shaf2,12'sh9dd,12'sh902,12'sh866,12'sh811,12'sh804,12'sh841,12'sh8c4,12'sh98b,12'sha8c,12'shbc0,12'shd1a,12'she8f,12'sh011,12'sh193,12'sh306,12'sh45d,12'sh58c,12'sh689,12'sh749,12'sh7c7,12'sh7fe,12'sh7eb,12'sh790,12'sh6f0,12'sh611,12'sh4fa,12'sh3b6,12'sh250,12'sh0d5,12'shf52,12'shdd5,12'shc6d,12'shb25,12'sha09,12'sh924,12'sh87d,12'sh81b,12'sh801,12'sh82f,12'sh8a5,12'sh95e,12'sha53,12'shb7b,12'shccd,12'she3c,12'shfbb,12'sh13c,12'sh2b2,12'sh40f,12'sh548,12'sh650,12'sh71f,12'sh7ae,12'sh7f7,12'sh7f7,12'sh7af,12'sh722,12'sh654,12'sh54c,12'sh415,12'sh2b9,12'sh144,12'shfc4,12'she45,12'shcd7,12'shb85,12'sha5c,12'sh966,12'sh8ab,12'sh833,12'sh801,12'sh818,12'sh876,12'sh918,12'sh9f8,12'shb0f,12'shc52,12'shdb6,12'shf2f,12'sh0b0,12'sh22a,12'sh390,12'sh4d7,12'sh5f1,12'sh6d7,12'sh77e,12'sh7e2,12'sh7ff,12'sh7d5,12'sh764,12'sh6b0,12'sh5c1,12'sh49d,12'sh351,12'sh1e6,12'sh06b,12'sheec,12'shd76,12'shc18,12'shadc,12'sh9cf,12'sh8f9,12'sh862,12'sh810,12'sh804,12'sh840,12'sh8c2,12'sh984,12'sha80,12'shbae,12'shd02,12'she70,12'shfed,12'sh16a,12'sh2db,12'sh432,12'sh564,12'sh665,12'sh72d,12'sh7b5,12'sh7f9,12'sh7f5,12'sh7aa,12'sh71c,12'sh64d,12'sh547,12'sh411,12'sh2b8,12'sh146,12'shfc9,12'she4e,12'shce2,12'shb92,12'sha69,12'sh972,12'sh8b5,12'sh83a,12'sh803,12'sh813,12'sh869,12'sh903,12'sh9db,12'shae9,12'shc24,12'shd82,12'shef6,12'sh072,12'sh1eb,12'sh353,12'sh49d,12'sh5be,12'sh6ad,12'sh760,12'sh7d2,12'sh7ff,12'sh7e6,12'sh786,12'sh6e4,12'sh605,12'sh4f1,12'sh3b1,12'sh251,12'sh0dc,12'shf60,12'shdea,12'shc86,12'shb40,12'sha25,12'sh93d,12'sh890,12'sh826,12'sh801,12'sh821,12'sh887,12'sh92f,12'sha13,12'shb2a,12'shc6d,12'shdce,12'shf43,12'sh0bf,12'sh234,12'sh395,12'sh4d7,12'sh5ee,12'sh6d2,12'sh779,12'sh7df,12'sh7ff,12'sh7db,12'sh771,12'sh6c6,12'sh5df,12'sh4c5,12'sh382,12'sh220,12'sh0ab,12'shf30,12'shdbd,12'shc5d,12'shb1e,12'sha09,12'sh928,12'sh883,12'sh81f,12'sh801,12'sh827,12'sh892,12'sh93f,12'sha26,12'shb40,12'shc83,12'shde5,12'shf59,12'sh0d2,12'sh245,12'sh3a4,12'sh4e3,12'sh5f7,12'sh6d8,12'sh77d,12'sh7e0,12'sh7ff,12'sh7da,12'sh770,12'sh6c5,12'sh5df,12'sh4c7,12'sh385,12'sh225,12'sh0b2,12'shf39,12'shdc7,12'shc68,12'shb28,12'sha13,12'sh931,12'sh889,12'sh823};
+parameter [11:0] DOWNCHIRP_SF10_I [0:511] = {12'sh000,12'sh190,12'sh310,12'sh472,12'sh5a8,12'sh6a7,12'sh764,12'sh7d8,12'sh7ff,12'sh7d9,12'sh765,12'sh6a8,12'sh5ab,12'sh475,12'sh314,12'sh195,12'sh006,12'she77,12'shcf8,12'shb96,12'sha5f,12'sh95f,12'sh8a0,12'sh82a,12'sh801,12'sh824,12'sh896,12'sh94f,12'sha4a,12'shb7d,12'shcdc,12'she59,12'shfe7,12'sh175,12'sh2f5,12'sh459,12'sh591,12'sh694,12'sh756,12'sh7d1,12'sh7ff,12'sh7e0,12'sh774,12'sh6c0,12'sh5c9,12'sh49b,12'sh33f,12'sh1c5,12'sh039,12'sheaa,12'shd29,12'shbc4,12'sha88,12'sh980,12'sh8b8,12'sh837,12'sh801,12'sh819,12'sh87e,12'sh92b,12'sha1b,12'shb43,12'shc9a,12'she11,12'shf9c,12'sh129,12'sh2ac,12'sh415,12'sh556,12'sh663,12'sh733,12'sh7bd,12'sh7fc,12'sh7ee,12'sh793,12'sh6f0,12'sh609,12'sh4e8,12'sh397,12'sh225,12'sh09d,12'shf0f,12'shd8b,12'shc1e,12'shad7,12'sh9c2,12'sh8e9,12'sh854,12'sh809,12'sh80b,12'sh859,12'sh8f1,12'sh9cd,12'shae4,12'shc2d,12'shd9a,12'shf1e,12'sh0ab,12'sh231,12'sh3a2,12'sh4f1,12'sh60f,12'sh6f4,12'sh796,12'sh7ef,12'sh7fc,12'sh7bc,12'sh732,12'sh664,12'sh558,12'sh419,12'sh2b3,12'sh133,12'shfa7,12'she1f,12'shca9,12'shb53,12'sha2a,12'sh938,12'sh888,12'sh81e,12'sh801,12'sh82f,12'sh8a8,12'sh967,12'sha65,12'shb99,12'shcf6,12'she70,12'shffa,12'sh183,12'sh2fe,12'sh45c,12'sh591,12'sh691,12'sh752,12'sh7ce,12'sh7ff,12'sh7e4,12'sh77f,12'sh6d1,12'sh5e4,12'sh4be,12'sh36b,12'sh1f8,12'sh072,12'shee8,12'shd68,12'shc01,12'shac0,12'sh9b1,12'sh8de,12'sh84e,12'sh807,12'sh80c,12'sh85c,12'sh8f5,12'sh9d0,12'shae5,12'shc2b,12'shd95,12'shf16,12'sh0a0,12'sh224,12'sh393,12'sh4e0,12'sh600,12'sh6e6,12'sh78c,12'sh7ea,12'sh7fe,12'sh7c6,12'sh745,12'sh67f,12'sh57c,12'sh446,12'sh2e7,12'sh16d,12'shfe5,12'she5f,12'shce8,12'shb8e,12'sha5e,12'sh963,12'sh8a6,12'sh82f,12'sh801,12'sh81e,12'sh885,12'sh932,12'sha1f,12'shb44,12'shc94,12'she05,12'shf89,12'sh110,12'sh28e,12'sh3f4,12'sh534,12'sh644,12'sh719,12'sh7ac,12'sh7f7,12'sh7f7,12'sh7ac,12'sh71a,12'sh646,12'sh537,12'sh3f7,12'sh292,12'sh115,12'shf8e,12'she0c,12'shc9b,12'shb4b,12'sha26,12'sh938,12'sh889,12'sh820,12'sh801,12'sh82b,12'sh89f,12'sh957,12'sha4e,12'shb79,12'shccf,12'she42,12'shfc6,12'sh14b,12'sh2c5,12'sh424,12'sh55d,12'sh665,12'sh730,12'sh7b9,12'sh7fb,12'sh7f2,12'sh79f,12'sh706,12'sh62c,12'sh518,12'sh3d5,12'sh26f,12'sh0f2,12'shf6d,12'shded,12'shc80,12'shb34,12'sha14,12'sh92a,12'sh881,12'sh81c,12'sh801,12'sh82f,12'sh8a6,12'sh960,12'sha58,12'shb84,12'shcd9,12'she4b,12'shfcd,12'sh151,12'sh2c9,12'sh427,12'sh55e,12'sh664,12'sh72f,12'sh7b8,12'sh7fa,12'sh7f3,12'sh7a2,12'sh70b,12'sh633,12'sh522,12'sh3e2,12'sh27f,12'sh104,12'shf81,12'she02,12'shc95,12'shb47,12'sha25,12'sh939,12'sh88b,12'sh822,12'sh801,12'sh828,12'sh898,12'sh94b,12'sha3c,12'shb62,12'shcb2,12'she20,12'shfa0,12'sh122,12'sh29b,12'sh3fb,12'sh537,12'sh643,12'sh716,12'sh7a9,12'sh7f5,12'sh7f9,12'sh7b3,12'sh728,12'sh65c,12'sh555,12'sh41e,12'sh2c1,12'sh14b,12'shfca,12'she4a,12'shcdb,12'shb87,12'sha5d,12'sh966,12'sh8ab,12'sh833,12'sh801,12'sh819,12'sh878,12'sh91b,12'sh9fe,12'shb16,12'shc5c,12'shdc2,12'shf3d,12'sh0be,12'sh239,12'sh39f,12'sh4e5,12'sh5fe,12'sh6e1,12'sh786,12'sh7e6,12'sh7ff,12'sh7d0,12'sh759,12'sh6a1,12'sh5ac,12'sh484,12'sh334,12'sh1c6,12'sh049,12'shec9,12'shd54,12'shbf7,12'shabe,12'sh9b6,12'sh8e5,12'sh855,12'sh80b,12'sh808,12'sh84c,12'sh8d6,12'sh9a1,12'shaa5,12'shbd9,12'shd33,12'shea5,12'sh024,12'sh1a2,12'sh310,12'sh464,12'sh58f,12'sh689,12'sh748,12'sh7c5,12'sh7fd,12'sh7ed,12'sh796,12'sh6fb,12'sh621,12'sh511,12'sh3d3,12'sh272,12'sh0fc,12'shf7d,12'she03,12'shc9b,12'shb51,12'sha31,12'sh945,12'sh895,12'sh827,12'sh801,12'sh820,12'sh887,12'sh930,12'sha16,12'shb31,12'shc77,12'shddc,12'shf55,12'sh0d3,12'sh24a,12'sh3ac,12'sh4ee,12'sh603,12'sh6e3,12'sh786,12'sh7e6,12'sh7ff,12'sh7d2,12'sh75e,12'sh6a9,12'sh5b9,12'sh496,12'sh34b,12'sh1e2,12'sh069,12'sheeb,12'shd78,12'shc1b,12'shae1,12'sh9d4,12'sh8fe,12'sh866,12'sh811,12'sh803,12'sh83c,12'sh8b9,12'sh977,12'sha6e,12'shb97,12'shce7,12'she52,12'shfcc,12'sh148,12'sh2b8,12'sh411,12'sh545,12'sh64b,12'sh719,12'sh7a8,12'sh7f4,12'sh7fa,12'sh7b9,12'sh734,12'sh670,12'sh573,12'sh446,12'sh2f3,12'sh187,12'sh00d,12'she93,12'shd25,12'shbd0,12'shaa1,12'sh9a0,12'sh8d8,12'sh84e,12'sh809,12'sh809,12'sh84f,12'sh8d9,12'sh9a1,12'shaa2,12'shbd1,12'shd25,12'she92,12'sh00c,12'sh185,12'sh2f0,12'sh442,12'sh56f,12'sh66c,12'sh731,12'sh7b7,12'sh7f9,12'sh7f5,12'sh7ac,12'sh720,12'sh656,12'sh554,12'sh424,12'sh2d0,12'sh163,12'shfea,12'she72,12'shd08,12'shbb7,12'sha8c,12'sh990,12'sh8cd,12'sh848,12'sh807,12'sh80b,12'sh854,12'sh8e0,12'sh9aa,12'shaab,12'shbdb,12'shd2e,12'she9a,12'sh012,12'sh189,12'sh2f3,12'sh444,12'sh56f,12'sh66b,12'sh72f,12'sh7b5,12'sh7f8,12'sh7f6,12'sh7af,12'sh726,12'sh65e,12'sh560,12'sh433,12'sh2e1,12'sh177};
+
+parameter [11:0] DOWNCHIRP_SF11_R [0:1023] = {12'sh7ff,12'sh7d9,12'sh764,12'sh6a7,12'sh5a8,12'sh472,12'sh310,12'sh190,12'sh001,12'she71,12'shcf1,12'shb8f,12'sha59,12'sh95a,12'sh89d,12'sh828,12'sh801,12'sh827,12'sh89a,12'sh957,12'sha54,12'shb8a,12'shceb,12'she6a,12'shff9,12'sh188,12'sh308,12'sh46a,12'sh5a1,12'sh6a1,12'sh760,12'sh7d6,12'sh7ff,12'sh7db,12'sh769,12'sh6af,12'sh5b3,12'sh480,12'sh320,12'sh1a2,12'sh014,12'she85,12'shd04,12'shba1,12'sha69,12'sh967,12'sh8a6,12'sh82d,12'sh801,12'sh822,12'sh890,12'sh948,12'sha41,12'shb72,12'shccf,12'she4c,12'shfda,12'sh168,12'sh2e9,12'sh44e,12'sh589,12'sh68d,12'sh752,12'sh7cf,12'sh7ff,12'sh7e2,12'sh778,12'sh6c5,12'sh5d0,12'sh4a2,12'sh347,12'sh1cc,12'sh040,12'sheb1,12'shd2f,12'shbc8,12'sha8b,12'sh983,12'sh8ba,12'sh838,12'sh802,12'sh819,12'sh87e,12'sh92c,12'sha1c,12'shb46,12'shc9d,12'she16,12'shfa1,12'sh130,12'sh2b3,12'sh41c,12'sh55d,12'sh66a,12'sh738,12'sh7c0,12'sh7fd,12'sh7ec,12'sh78e,12'sh6e7,12'sh5fc,12'sh4d8,12'sh384,12'sh20e,12'sh085,12'shef6,12'shd71,12'shc06,12'shac1,12'sh9ae,12'sh8da,12'sh84a,12'sh806,12'sh80f,12'sh865,12'sh904,12'sh9e8,12'shb06,12'shc55,12'shdc8,12'shf50,12'sh0de,12'sh264,12'sh3d3,12'sh51d,12'sh635,12'sh711,12'sh7a9,12'sh7f6,12'sh7f6,12'sh7aa,12'sh713,12'sh637,12'sh520,12'sh3d6,12'sh268,12'sh0e3,12'shf54,12'shdcd,12'shc5b,12'shb0c,12'sh9ec,12'sh908,12'sh867,12'sh810,12'sh805,12'sh847,12'sh8d4,12'sh9a7,12'shab6,12'shbf9,12'shd63,12'shee5,12'sh073,12'sh1fc,12'sh372,12'sh4c6,12'sh5ed,12'sh6da,12'sh785,12'sh7e8,12'sh7fe,12'sh7c7,12'sh746,12'sh67e,12'sh577,12'sh43c,12'sh2d8,12'sh159,12'shfcc,12'she42,12'shcc8,12'shb6e,12'sha3f,12'sh948,12'sh892,12'sh823,12'sh801,12'sh82a,12'sh89f,12'sh95c,12'sha58,12'shb8b,12'shce8,12'she63,12'shfee,12'sh17a,12'sh2f7,12'sh457,12'sh58e,12'sh690,12'sh752,12'sh7ce,12'sh7ff,12'sh7e3,12'sh77c,12'sh6cc,12'sh5dc,12'sh4b3,12'sh35d,12'sh1e6,12'sh05e,12'shed2,12'shd51,12'shbea,12'shaaa,12'sh99e,12'sh8cf,12'sh844,12'sh804,12'sh811,12'sh869,12'sh90b,12'sh9ef,12'shb0d,12'shc5a,12'shdcb,12'shf50,12'sh0dd,12'sh260,12'sh3ce,12'sh516,12'sh62e,12'sh70b,12'sh7a4,12'sh7f4,12'sh7f8,12'sh7b0,12'sh71e,12'sh648,12'sh536,12'sh3f3,12'sh289,12'sh107,12'shf7c,12'shdf5,12'shc82,12'shb30,12'sha0d,12'sh922,12'sh879,12'sh818,12'sh802,12'sh838,12'sh8b9,12'sh980,12'sha84,12'shbbd,12'shd1e,12'she9b,12'sh025,12'sh1ae,12'sh327,12'sh481,12'sh5b1,12'sh6aa,12'sh764,12'sh7d7,12'sh7ff,12'sh7dc,12'sh76e,12'sh6b8,12'sh5c3,12'sh497,12'sh33f,12'sh1c8,12'sh040,12'sheb6,12'shd38,12'shbd5,12'sha99,12'sh991,12'sh8c6,12'sh840,12'sh803,12'sh813,12'sh86e,12'sh911,12'sh9f6,12'shb14,12'shc61,12'shdd0,12'shf55,12'sh0df,12'sh261,12'sh3cd,12'sh514,12'sh62c,12'sh708,12'sh7a2,12'sh7f3,12'sh7f9,12'sh7b3,12'sh724,12'sh652,12'sh543,12'sh402,12'sh29c,12'sh11d,12'shf93,12'she0d,12'shc9a,12'shb47,12'sha21,12'sh932,12'sh884,12'sh81d,12'sh801,12'sh830,12'sh8a9,12'sh968,12'sha66,12'shb98,12'shcf4,12'she6d,12'shff5,12'sh17d,12'sh2f7,12'sh455,12'sh58a,12'sh68a,12'sh74d,12'sh7cb,12'sh7ff,12'sh7e7,12'sh785,12'sh6db,12'sh5f1,12'sh4cf,12'sh37f,12'sh20e,12'sh08a,12'shf01,12'shd81,12'shc19,12'shad6,12'sh9c3,12'sh8eb,12'sh857,12'sh80a,12'sh809,12'sh853,12'sh8e5,12'sh9ba,12'shaca,12'shc0c,12'shd73,12'shef2,12'sh07a,12'sh1fe,12'sh370,12'sh4c1,12'sh5e5,12'sh6d2,12'sh77e,12'sh7e4,12'sh7ff,12'sh7d0,12'sh756,12'sh698,12'sh59b,12'sh46a,12'sh30f,12'sh198,12'sh011,12'she8a,12'shd11,12'shbb3,12'sha7e,12'sh97d,12'sh8b8,12'sh839,12'sh802,12'sh816,12'sh875,12'sh91b,12'sha01,12'shb20,12'shc6c,12'shdda,12'shf5d,12'sh0e5,12'sh264,12'sh3ce,12'sh513,12'sh629,12'sh705,12'sh79f,12'sh7f2,12'sh7fa,12'sh7b8,12'sh72d,12'sh65e,12'sh554,12'sh419,12'sh2b6,12'sh13b,12'shfb4,12'she2f,12'shcbc,12'shb67,12'sha3e,12'sh94a,12'sh895,12'sh826,12'sh801,12'sh825,12'sh894,12'sh947,12'sha3a,12'shb63,12'shcb7,12'she2a,12'shfad,12'sh134,12'sh2b0,12'sh412,12'sh54e,12'sh659,12'sh728,12'sh7b5,12'sh7f9,12'sh7f3,12'sh7a3,12'sh70c,12'sh632,12'sh51f,12'sh3dc,12'sh275,12'sh0f7,12'shf70,12'shdef,12'shc81,12'shb33,12'sha12,12'sh928,12'sh87f,12'sh81b,12'sh801,12'sh831,12'sh8aa,12'sh968,12'sha63,12'shb92,12'shcea,12'she5f,12'shfe4,12'sh169,12'sh2e1,12'sh43e,12'sh574,12'sh677,12'sh73e,12'sh7c1,12'sh7fd,12'sh7ee,12'sh795,12'sh6f6,12'sh616,12'sh4fd,12'sh3b6,12'sh24d,12'sh0ce,12'shf48,12'shdc9,12'shc5e,12'shb15,12'sh9f9,12'sh916,12'sh873,12'sh816,12'sh802,12'sh839,12'sh8b7,12'sh97a,12'sha79,12'shbab,12'shd05,12'she7b,12'shfff,12'sh183,12'sh2f9,12'sh454,12'sh586,12'sh685,12'sh747,12'sh7c7,12'sh7fe,12'sh7eb,12'sh78f,12'sh6ec,12'sh60a,12'sh4f0,12'sh3a8,12'sh23e,12'sh0c0,12'shf3a,12'shdbc,12'shc53,12'shb0c,12'sh9f2,12'sh911,12'sh870,12'sh815,12'sh802,12'sh83a,12'sh8ba,12'sh97d,12'sha7c,12'shbae,12'shd07,12'she7d,12'sh000,12'sh183,12'sh2f8,12'sh452,12'sh584,12'sh683,12'sh746,12'sh7c5,12'sh7fd,12'sh7ec,12'sh791,12'sh6f0,12'sh610,12'sh4f8,12'sh3b1,12'sh249,12'sh0cc,12'shf47,12'shdc9,12'shc60,12'shb18,12'sh9fd,12'sh91a,12'sh876,12'sh817,12'sh802,12'sh836,12'sh8b1,12'sh970,12'sha6b,12'shb9a,12'shcf1,12'she64,12'shfe6,12'sh169,12'sh2df,12'sh43a,12'sh56f,12'sh671,12'sh739,12'sh7be,12'sh7fc,12'sh7f0,12'sh79c,12'sh702,12'sh627,12'sh514,12'sh3d2,12'sh26e,12'sh0f3,12'shf6f,12'shdf0,12'shc85,12'shb39,12'sha1a,12'sh930,12'sh885,12'sh81f,12'sh801,12'sh82b,12'sh89e,12'sh955,12'sha48,12'shb70,12'shcc2,12'she31,12'shfb1,12'sh134,12'sh2ac,12'sh40b,12'sh545,12'sh64f,12'sh71f,12'sh7ae,12'sh7f7,12'sh7f7,12'sh7ae,12'sh71e,12'sh64e,12'sh544,12'sh40a,12'sh2ab,12'sh134,12'shfb1,12'she32,12'shcc3,12'shb71,12'sha4a,12'sh956,12'sh89f,12'sh82c,12'sh801,12'sh81e,12'sh883,12'sh92c,12'sha14,12'shb32,12'shc7c,12'shde5,12'shf62,12'sh0e5,12'sh25f,12'sh3c4,12'sh506,12'sh61b,12'sh6f7,12'sh795,12'sh7ed,12'sh7fd,12'sh7c4,12'sh745,12'sh683,12'sh586,12'sh457,12'sh301,12'sh18e,12'sh00e,12'she8e,12'shd1a,12'shbc1,12'sha8f,12'sh98e,12'sh8c8,12'sh843,12'sh805,12'sh80f,12'sh862,12'sh8f9,12'sh9d1,12'shae1,12'shc1f,12'shd80,12'shef9,12'sh07a,12'sh1f7,12'sh363,12'sh4af,12'sh5d1,12'sh6be,12'sh76e,12'sh7db,12'sh7ff,12'sh7dd,12'sh772,12'sh6c4,12'sh5d8,12'sh4b8,12'sh36d,12'sh203,12'sh086,12'shf05,12'shd8d,12'shc2b,12'shaeb,12'sh9da,12'sh901,12'sh866,12'sh811,12'sh804,12'sh83e,12'sh8bf,12'sh982,12'sha7f,12'shbae,12'shd04,12'she76,12'shff5,12'sh174,12'sh2e6,12'sh43e,12'sh570,12'sh670,12'sh737,12'sh7bc,12'sh7fb,12'sh7f2,12'sh7a1,12'sh70c,12'sh637,12'sh529,12'sh3ee,12'sh28e,12'sh118,12'shf98,12'she1b,12'shcb0,12'shb63,12'sha3f,12'sh94f,12'sh89b,12'sh82a,12'sh801,12'sh81e,12'sh883,12'sh92b,12'sha11,12'shb2d,12'shc74,12'shdda,12'shf54,12'sh0d4,12'sh24d,12'sh3b1,12'sh4f3,12'sh609,12'sh6e9,12'sh78b,12'sh7e8,12'sh7ff,12'sh7cd,12'sh756,12'sh69c,12'sh5a7,12'sh47f,12'sh32f,12'sh1c2,12'sh046,12'shec7,12'shd53,12'shbf7,12'shabf,12'sh9b7,12'sh8e7,12'sh857,12'sh80b,12'sh807,12'sh84b,12'sh8d3,12'sh99c,12'sha9f,12'shbd1,12'shd29,12'she9b,12'sh019,12'sh196,12'sh305,12'sh459,12'sh586,12'sh681,12'sh742,12'sh7c2,12'sh7fc,12'sh7ef,12'sh79b,12'sh703,12'sh62c,12'sh51e,12'sh3e2,12'sh283,12'sh10e,12'shf8f,12'she15,12'shcab,12'shb60,12'sha3d,12'sh94f,12'sh89c,12'sh82b,12'sh801,12'sh81d,12'sh880,12'sh926,12'sha0a,12'shb22,12'shc66,12'shdcb,12'shf43,12'sh0c1,12'sh239,12'sh39d,12'sh4e0,12'sh5f8,12'sh6db,12'sh781,12'sh7e3,12'sh7ff,12'sh7d5,12'sh764,12'sh6b1,12'sh5c3,12'sh4a1,12'sh356,12'sh1ed,12'sh074,12'shef6,12'shd81,12'shc23,12'shae7,12'sh9d9,12'sh901,12'sh868,12'sh812,12'sh803,12'sh83b,12'sh8b8,12'sh976,12'sha6e,12'shb97,12'shce8,12'she54,12'shfcf,12'sh14c,12'sh2bd,12'sh416,12'sh54a,12'sh650,12'sh71d,12'sh7ab,12'sh7f5,12'sh7f9,12'sh7b5,12'sh72d,12'sh666,12'sh566,12'sh435,12'sh2e0,12'sh171,12'shff5,12'she7a,12'shd0c,12'shbb8,12'sha8b,12'sh98d,12'sh8c9,12'sh845,12'sh806,12'sh80d,12'sh85a,12'sh8ec,12'sh9bc,12'shac3,12'shbf9,12'shd52,12'shec3,12'sh040,12'sh1b9,12'sh324,12'sh473,12'sh59a,12'sh690,12'sh74c,12'sh7c7,12'sh7fd,12'sh7ed,12'sh797,12'sh6fe,12'sh626,12'sh519,12'sh3de,12'sh282,12'sh10f,12'shf93,12'she1b,12'shcb3,12'shb69,12'sha47,12'sh958,12'sh8a3,12'sh82f,12'sh801,12'sh819,12'sh877,12'sh917,12'sh9f4,12'shb06,12'shc45,12'shda4,12'shf18,12'sh094,12'sh20a,12'sh36f,12'sh4b6,12'sh5d3,12'sh6bc,12'sh76b,12'sh7d8,12'sh7ff,12'sh7e1,12'sh77e,12'sh6d8,12'sh5f6,12'sh4e0,12'sh39e,12'sh23d,12'sh0c9,12'shf4d,12'shdd8,12'shc75,12'shb32,12'sha19,12'sh934,12'sh88b,12'sh823,12'sh801,12'sh824,12'sh88c,12'sh936,12'sha1c,12'shb35,12'shc78,12'shddb,12'shf50,12'sh0cb,12'sh23f,12'sh3a0,12'sh4e0,12'sh5f6,12'sh6d8,12'sh77d,12'sh7e1,12'sh7ff,12'sh7d9,12'sh76c,12'sh6bf,12'sh5d7,12'sh4bc,12'sh377,12'sh214,12'sh09f,12'shf24,12'shdb1,12'shc52,12'shb13,12'sha00,12'sh921,12'sh87e,12'sh81d,12'sh801,12'sh82a,12'sh898,12'sh947,12'sha31,12'shb4e,12'shc93,12'shdf7,12'shf6c,12'sh0e6,12'sh259,12'sh3b6,12'sh4f4,12'sh606,12'sh6e4,12'sh785,12'sh7e5,12'sh7ff,12'sh7d5,12'sh765,12'sh6b6,12'sh5cb,12'sh4ae,12'sh369,12'sh206,12'sh091,12'shf17,12'shda5,12'shc48,12'shb0b,12'sh9f9,12'sh91c,12'sh87b,12'sh81b,12'sh801,12'sh82b,12'sh89a,12'sh94a,12'sha33,12'shb50,12'shc95,12'shdf7,12'shf6c,12'sh0e5,12'sh257,12'sh3b4,12'sh4f1,12'sh603,12'sh6e1,12'sh783,12'sh7e4,12'sh7ff,12'sh7d6,12'sh769,12'sh6bb,12'sh5d3,12'sh4b8,12'sh374,12'sh213,12'sh09f,12'shf26,12'shdb4,12'shc57,12'shb19,12'sha05,12'sh926,12'sh882,12'sh81f,12'sh801,12'sh827,12'sh891,12'sh93c,12'sha22,12'shb3b,12'shc7c,12'shddd,12'shf4f,12'sh0c8,12'sh23a,12'sh398,12'sh4d8,12'sh5ed,12'sh6d0,12'sh777,12'sh7dd};
+parameter [11:0] DOWNCHIRP_SF11_I [0:1023] = {12'sh000,12'sh190,12'sh310,12'sh472,12'sh5a8,12'sh6a7,12'sh764,12'sh7d9,12'sh7ff,12'sh7d9,12'sh765,12'sh6a8,12'sh5a9,12'sh474,12'sh312,12'sh192,12'sh003,12'she74,12'shcf4,12'shb92,12'sha5b,12'sh95c,12'sh89e,12'sh829,12'sh801,12'sh826,12'sh899,12'sh954,12'sha51,12'shb86,12'shce6,12'she65,12'shff3,12'sh182,12'sh303,12'sh465,12'sh59d,12'sh69d,12'sh75d,12'sh7d5,12'sh7ff,12'sh7dd,12'sh76c,12'sh6b3,12'sh5b9,12'sh486,12'sh328,12'sh1aa,12'sh01c,12'she8d,12'shd0d,12'shba9,12'sha6f,12'sh96d,12'sh8aa,12'sh82f,12'sh801,12'sh820,12'sh88c,12'sh942,12'sha39,12'shb69,12'shcc5,12'she41,12'shfce,12'sh15d,12'sh2de,12'sh444,12'sh57f,12'sh686,12'sh74c,12'sh7cc,12'sh7ff,12'sh7e4,12'sh77d,12'sh6cc,12'sh5d9,12'sh4ae,12'sh354,12'sh1da,12'sh04f,12'shec0,12'shd3d,12'shbd5,12'sha96,12'sh98c,12'sh8c0,12'sh83c,12'sh802,12'sh817,12'sh878,12'sh923,12'sha10,12'shb38,12'shc8d,12'she04,12'shf8f,12'sh11e,12'sh2a2,12'sh40c,12'sh54f,12'sh65e,12'sh730,12'sh7bb,12'sh7fc,12'sh7ef,12'sh795,12'sh6f1,12'sh60a,12'sh4e8,12'sh397,12'sh223,12'sh09a,12'shf0b,12'shd86,12'shc19,12'shad1,12'sh9bc,12'sh8e4,12'sh850,12'sh808,12'sh80c,12'sh85e,12'sh8f9,12'sh9d9,12'shaf4,12'shc40,12'shdb0,12'shf37,12'sh0c6,12'sh24c,12'sh3bd,12'sh509,12'sh625,12'sh705,12'sh7a1,12'sh7f3,12'sh7f9,12'sh7b1,12'sh71f,12'sh648,12'sh534,12'sh3ee,12'sh282,12'sh0fe,12'shf70,12'shde8,12'shc74,12'shb22,12'sh9ff,12'sh916,12'sh870,12'sh814,12'sh803,12'sh840,12'sh8c8,12'sh995,12'shaa0,12'shbdf,12'shd46,12'shec7,12'sh054,12'sh1de,12'sh355,12'sh4ad,12'sh5d7,12'sh6ca,12'sh77a,12'sh7e3,12'sh7ff,12'sh7cf,12'sh753,12'sh691,12'sh58f,12'sh458,12'sh2f7,12'sh17a,12'shfee,12'she63,12'shce8,12'shb8a,12'sha58,12'sh95c,12'sh89f,12'sh82a,12'sh801,12'sh823,12'sh892,12'sh948,12'sha3e,12'shb6c,12'shcc6,12'she3f,12'shfc9,12'sh155,12'sh2d4,12'sh438,12'sh573,12'sh67a,12'sh742,12'sh7c5,12'sh7fe,12'sh7ea,12'sh789,12'sh6e1,12'sh5f6,12'sh4d2,12'sh381,12'sh20d,12'sh086,12'shefa,12'shd77,12'shc0d,12'shac9,12'sh9b7,12'sh8e1,12'sh850,12'sh808,12'sh80c,12'sh85c,12'sh8f6,12'sh9d3,12'shaec,12'shc34,12'shda1,12'shf25,12'sh0b1,12'sh237,12'sh3a7,12'sh4f4,12'sh612,12'sh6f5,12'sh796,12'sh7ef,12'sh7fc,12'sh7bc,12'sh733,12'sh664,12'sh559,12'sh41b,12'sh2b5,12'sh135,12'shfaa,12'she23,12'shcad,12'shb57,12'sha2d,12'sh93b,12'sh88a,12'sh81f,12'sh801,12'sh82e,12'sh8a6,12'sh964,12'sha61,12'shb93,12'shcf0,12'she6a,12'shff3,12'sh17d,12'sh2f8,12'sh457,12'sh58d,12'sh68e,12'sh750,12'sh7cd,12'sh7ff,12'sh7e5,12'sh780,12'sh6d4,12'sh5e7,12'sh4c1,12'sh36e,12'sh1fb,12'sh075,12'sheeb,12'shd6a,12'shc03,12'shac1,12'sh9b2,12'sh8de,12'sh84e,12'sh807,12'sh80c,12'sh85d,12'sh8f6,12'sh9d2,12'shae9,12'shc30,12'shd9b,12'shf1d,12'sh0a7,12'sh22b,12'sh39b,12'sh4e8,12'sh607,12'sh6ec,12'sh790,12'sh7ec,12'sh7fd,12'sh7c2,12'sh73e,12'sh675,12'sh56f,12'sh435,12'sh2d4,12'sh157,12'shfce,12'she47,12'shcd0,12'shb78,12'sha4a,12'sh953,12'sh89a,12'sh828,12'sh801,12'sh824,12'sh892,12'sh946,12'sha3a,12'shb65,12'shcbb,12'she30,12'shfb6,12'sh13f,12'sh2bc,12'sh41f,12'sh55b,12'sh665,12'sh732,12'sh7bb,12'sh7fb,12'sh7f0,12'sh79a,12'sh6fc,12'sh61c,12'sh502,12'sh3b9,12'sh24d,12'sh0cc,12'shf42,12'shdc0,12'shc53,12'shb09,12'sh9ee,12'sh90c,12'sh86b,12'sh812,12'sh804,12'sh841,12'sh8c7,12'sh991,12'sha97,12'shbd1,12'shd32,12'shead,12'sh035,12'sh1bb,12'sh331,12'sh488,12'sh5b5,12'sh6ac,12'sh764,12'sh7d7,12'sh7ff,12'sh7de,12'sh771,12'sh6bf,12'sh5cd,12'sh4a5,12'sh351,12'sh1de,12'sh05a,12'shed2,12'shd55,12'shbf1,12'shab4,12'sh9a8,12'sh8d8,12'sh84b,12'sh807,12'sh80d,12'sh85e,12'sh8f6,12'sh9d1,12'shae5,12'shc2a,12'shd92,12'shf12,12'sh099,12'sh21c,12'sh38a,12'sh4d7,12'sh5f7,12'sh6df,12'sh787,12'sh7e8,12'sh7ff,12'sh7cb,12'sh74e,12'sh68c,12'sh58e,12'sh45b,12'sh2ff,12'sh188,12'sh002,12'she7c,12'shd05,12'shba9,12'sha76,12'sh977,12'sh8b5,12'sh837,12'sh802,12'sh817,12'sh877,12'sh91d,12'sha03,12'shb22,12'shc6d,12'shddb,12'shf5c,12'sh0e3,12'sh262,12'sh3ca,12'sh50f,12'sh625,12'sh702,12'sh79d,12'sh7f1,12'sh7fb,12'sh7ba,12'sh732,12'sh666,12'sh55f,12'sh425,12'sh2c5,12'sh14b,12'shfc6,12'she42,12'shcce,12'shb79,12'sha4d,12'sh957,12'sh89e,12'sh82b,12'sh801,12'sh820,12'sh889,12'sh938,12'sha26,12'shb4a,12'shc9a,12'she0a,12'shf8b,12'sh111,12'sh28e,12'sh3f2,12'sh532,12'sh641,12'sh716,12'sh7a9,12'sh7f6,12'sh7f8,12'sh7b0,12'sh721,12'sh64f,12'sh543,12'sh406,12'sh2a4,12'sh129,12'shfa4,12'she21,12'shcb1,12'shb5f,12'sha38,12'sh946,12'sh893,12'sh825,12'sh801,12'sh825,12'sh893,12'sh945,12'sha36,12'shb5d,12'shcae,12'she1f,12'shfa0,12'sh126,12'sh2a0,12'sh402,12'sh53f,12'sh64c,12'sh71e,12'sh7ae,12'sh7f7,12'sh7f6,12'sh7ac,12'sh71b,12'sh648,12'sh53b,12'sh3fe,12'sh29b,12'sh121,12'shf9c,12'she1b,12'shcac,12'shb5b,12'sha35,12'sh945,12'sh892,12'sh825,12'sh801,12'sh825,12'sh892,12'sh944,12'sha35,12'shb5a,12'shcab,12'she1a,12'shf9b,12'sh11f,12'sh299,12'sh3fb,12'sh538,12'sh645,12'sh719,12'sh7ab,12'sh7f6,12'sh7f8,12'sh7b0,12'sh722,12'sh652,12'sh547,12'sh40c,12'sh2ac,12'sh133,12'shfb0,12'she2f,12'shcbf,12'shb6d,12'sha45,12'sh951,12'sh89c,12'sh82a,12'sh801,12'sh820,12'sh888,12'sh935,12'sha21,12'shb42,12'shc8f,12'shdfb,12'shf7a,12'sh0fe,12'sh279,12'sh3dd,12'sh51d,12'sh62f,12'sh707,12'sh79f,12'sh7f2,12'sh7fb,12'sh7bb,12'sh734,12'sh66b,12'sh567,12'sh432,12'sh2d6,12'sh160,12'shfde,12'she5d,12'shceb,12'shb95,12'sha68,12'sh96d,12'sh8b0,12'sh835,12'sh802,12'sh817,12'sh876,12'sh919,12'sh9fb,12'shb15,12'shc5b,12'shdc3,12'shf3f,12'sh0c3,12'sh23f,12'sh3a6,12'sh4ed,12'sh606,12'sh6e8,12'sh78b,12'sh7e9,12'sh7fe,12'sh7cb,12'sh751,12'sh693,12'sh59a,12'sh46d,12'sh318,12'sh1a7,12'sh027,12'shea5,12'shd30,12'shbd4,12'sha9f,12'sh99b,12'sh8d1,12'sh848,12'sh806,12'sh80d,12'sh85c,12'sh8f1,12'sh9c6,12'shad4,12'shc11,12'shd72,12'sheea,12'sh06c,12'sh1ea,12'sh357,12'sh4a5,12'sh5c9,12'sh6b8,12'sh76a,12'sh7d9,12'sh7ff,12'sh7de,12'sh775,12'sh6c8,12'sh5dd,12'sh4bd,12'sh372,12'sh207,12'sh08a,12'shf09,12'shd90,12'shc2d,12'shaed,12'sh9db,12'sh901,12'sh866,12'sh811,12'sh804,12'sh83f,12'sh8c0,12'sh984,12'sha82,12'shbb2,12'shd09,12'she7b,12'shffb,12'sh17b,12'sh2ed,12'sh445,12'sh576,12'sh676,12'sh73b,12'sh7be,12'sh7fc,12'sh7f1,12'sh79e,12'sh706,12'sh62e,12'sh51e,12'sh3e1,12'sh280,12'sh108,12'shf87,12'she0b,12'shca0,12'shb53,12'sha32,12'sh944,12'sh894,12'sh826,12'sh801,12'sh822,12'sh88b,12'sh938,12'sha22,12'shb40,12'shc8a,12'shdf3,12'shf6f,12'sh0ef,12'sh268,12'sh3ca,12'sh50a,12'sh61d,12'sh6f8,12'sh795,12'sh7ed,12'sh7fd,12'sh7c6,12'sh748,12'sh689,12'sh58f,12'sh462,12'sh30e,12'sh19f,12'sh021,12'shea2,12'shd2f,12'shbd6,12'shaa2,12'sh99e,12'sh8d5,12'sh84b,12'sh807,12'sh80b,12'sh857,12'sh8e7,12'sh9b7,12'shac0,12'shbf8,12'shd55,12'shec9,12'sh048,12'sh1c5,12'sh332,12'sh482,12'sh5a9,12'sh69e,12'sh757,12'sh7ce,12'sh7ff,12'sh7e8,12'sh78a,12'sh6e8,12'sh609,12'sh4f3,12'sh3b1,12'sh24d,12'sh0d5,12'shf56,12'shddc,12'shc76,12'shb30,12'sha14,12'sh92e,12'sh885,12'sh81f,12'sh801,12'sh829,12'sh897,12'sh949,12'sha36,12'shb57,12'shca2,12'she0b,12'shf86,12'sh105,12'sh27a,12'sh3da,12'sh517,12'sh626,12'sh6ff,12'sh798,12'sh7ee,12'sh7fd,12'sh7c4,12'sh746,12'sh687,12'sh58d,12'sh462,12'sh310,12'sh1a2,12'sh026,12'shea8,12'shd37,12'shbde,12'shaaa,12'sh9a6,12'sh8db,12'sh850,12'sh809,12'sh809,12'sh851,12'sh8dd,12'sh9a8,12'shaad,12'shbe0,12'shd39,12'sheaa,12'sh028,12'sh1a3,12'sh311,12'sh462,12'sh58d,12'sh686,12'sh745,12'sh7c4,12'sh7fd,12'sh7ef,12'sh79a,12'sh701,12'sh62b,12'sh51d,12'sh3e2,12'sh284,12'sh110,12'shf92,12'she19,12'shcb0,12'shb65,12'sha42,12'sh953,12'sh89f,12'sh82d,12'sh801,12'sh81b,12'sh87c,12'sh91f,12'sha00,12'shb16,12'shc57,12'shdb9,12'shf2f,12'sh0ad,12'sh224,12'sh388,12'sh4cd,12'sh5e8,12'sh6ce,12'sh777,12'sh7df,12'sh7ff,12'sh7da,12'sh76f,12'sh6c2,12'sh5d9,12'sh4bc,12'sh376,12'sh210,12'sh099,12'shf1c,12'shda7,12'shc46,12'shb07,12'sh9f4,12'sh917,12'sh876,12'sh819,12'sh801,12'sh830,12'sh8a4,12'sh95a,12'sha4a,12'shb6d,12'shcb8,12'she20,12'shf99,12'sh115,12'sh288,12'sh3e4,12'sh51e,12'sh62a,12'sh701,12'sh799,12'sh7ee,12'sh7fd,12'sh7c6,12'sh74a,12'sh68d,12'sh597,12'sh46f,12'sh321,12'sh1b6,12'sh03d,12'shec2,12'shd51,12'shbf8,12'shac3,12'sh9bc,12'sh8ed,12'sh85b,12'sh80d,12'sh805,12'sh844,12'sh8c6,12'sh989,12'sha84,12'shbaf,12'shd01,12'she6c,12'shfe6,12'sh161,12'sh2cf,12'sh425,12'sh556,12'sh658,12'sh722,12'sh7ae,12'sh7f6,12'sh7f8,12'sh7b4,12'sh72c,12'sh666,12'sh567,12'sh438,12'sh2e5,12'sh178,12'shffe,12'she84,12'shd18,12'shbc4,12'sha97,12'sh998,12'sh8d2,12'sh84b,12'sh808,12'sh80a,12'sh852,12'sh8de,12'sh9a8,12'shaaa,12'shbdb,12'shd30,12'she9d,12'sh017,12'sh190,12'sh2fb,12'sh44c,12'sh578,12'sh673,12'sh736,12'sh7ba,12'sh7fa,12'sh7f4,12'sh7a9,12'sh71a,12'sh64e,12'sh54a,12'sh418,12'sh2c2,12'sh155,12'shfdb,12'she63,12'shcf9,12'shba9,12'sha80,12'sh986,12'sh8c5,12'sh843,12'sh805,12'sh80d,12'sh85a,12'sh8ea,12'sh9b8,12'shabc,12'shbef,12'shd45,12'sheb3,12'sh02c,12'sh1a3,12'sh30d,12'sh45b,12'sh584,12'sh67d,12'sh73d,12'sh7be,12'sh7fb,12'sh7f3,12'sh7a5,12'sh715,12'sh647,12'sh543,12'sh410,12'sh2bb,12'sh14d,12'shfd5,12'she5d,12'shcf4,12'shba6,12'sha7d,12'sh985,12'sh8c5,12'sh843,12'sh805,12'sh80d,12'sh859,12'sh8e9,12'sh9b5,12'shab9,12'shbea,12'shd3f,12'sheac,12'sh024,12'sh19b,12'sh304,12'sh453,12'sh57c,12'sh676,12'sh737,12'sh7ba,12'sh7fa,12'sh7f4,12'sh7aa,12'sh71d,12'sh652,12'sh551,12'sh421,12'sh2ce,12'sh162,12'shfea,12'she74,12'shd0a,12'shbba,12'sha90,12'sh994,12'sh8d0,12'sh84b,12'sh808,12'sh80a,12'sh851,12'sh8da,12'sh9a2,12'shaa1,12'shbce,12'shd1f,12'she89};
+
+parameter [11:0] DOWNCHIRP_SF12_R [0:2047] = 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f73,12'sh0f0,12'sh264,12'sh3c4,12'sh502,12'sh614,12'sh6f0,12'sh78e,12'sh7e9,12'sh7ff,12'sh7cd,12'sh756,12'sh69f,12'sh5ac,12'sh488,12'sh33b,12'sh1d2,12'sh059,12'shedc,12'shd6a,12'shc0e,12'shad6,12'sh9cb,12'sh8f7,12'sh862,12'sh810,12'sh804,12'sh83f,12'sh8be,12'sh97e,12'sha77,12'shba2,12'shcf2,12'she5e,12'shfd9,12'sh154,12'sh2c4,12'sh41c,12'sh54f,12'sh653,12'sh71f,12'sh7ac,12'sh7f6,12'sh7f9,12'sh7b5,12'sh72d,12'sh666,12'sh567,12'sh437,12'sh2e3,12'sh175,12'shffa,12'she7f,12'shd11,12'shbbe,12'sha90,12'sh992,12'sh8cd,12'sh848,12'sh806,12'sh80c,12'sh857,12'sh8e6,12'sh9b4,12'shab9,12'shbed,12'shd45,12'sheb5,12'sh030,12'sh1aa,12'sh315,12'sh465,12'sh58e,12'sh686,12'sh744,12'sh7c3,12'sh7fc,12'sh7f0,12'sh79d,12'sh707,12'sh633,12'sh529,12'sh3f1,12'sh296,12'sh125,12'shfa9,12'she30,12'shcc8,12'shb7c,12'sha57,12'sh965,12'sh8ac,12'sh835,12'sh802,12'sh815,12'sh86f,12'sh90a,12'sh9e4,12'shaf3,12'shc2e,12'shd8c,12'shefe,12'sh07a,12'sh1f2,12'sh358,12'sh4a1,12'sh5c1,12'sh6ae,12'sh761,12'sh7d3,12'sh7ff,12'sh7e6,12'sh787,12'sh6e5,12'sh607,12'sh4f4,12'sh3b5,12'sh256,12'sh0e2,12'shf67,12'shdf0,12'shc8c,12'shb46,12'sha2a,12'sh941,12'sh894,12'sh827,12'sh801,12'sh81f,12'sh884,12'sh92a,12'sha0c,12'shb23,12'shc64,12'shdc5,12'shf3a,12'sh0b5,12'sh22b,12'sh38d,12'sh4d0,12'sh5e8,12'sh6cd,12'sh776,12'sh7de,12'sh7ff,12'sh7dc,12'sh773,12'sh6c9,12'sh5e3,12'sh4c9,12'sh385,12'sh223,12'sh0ae,12'shf32,12'shdbe,12'shc5e,12'shb1d,12'sha08,12'sh927,12'sh882,12'sh81e,12'sh801,12'sh828,12'sh895,12'sh943,12'sha2c,12'shb48,12'shc8e,12'shdf2,12'shf67,12'sh0e2,12'sh256,12'sh3b4,12'sh4f3,12'sh605,12'sh6e4,12'sh785,12'sh7e5,12'sh7ff,12'sh7d4,12'sh764,12'sh6b3,12'sh5c7,12'sh4a9,12'sh362,12'sh1fd,12'sh087,12'shf0c,12'shd9a,12'shc3d,12'shb00,12'sh9f0,12'sh914,12'sh875,12'sh819,12'sh801,12'sh82f,12'sh8a2,12'sh955,12'sha43,12'shb63,12'shcab,12'she11,12'shf87,12'sh101,12'sh273,12'sh3cf,12'sh50a,12'sh619,12'sh6f2,12'sh78f,12'sh7e9,12'sh7ff,12'sh7ce,12'sh759,12'sh6a4,12'sh5b5,12'sh494,12'sh34b,12'sh1e5,12'sh06f,12'shef5,12'shd84,12'shc28,12'shaef,12'sh9e1,12'sh909,12'sh86e,12'sh815,12'sh802,12'sh834,12'sh8aa,12'sh960,12'sha50,12'shb72,12'shcbc,12'she22,12'shf98,12'sh112,12'sh283,12'sh3dd,12'sh516,12'sh623,12'sh6f9,12'sh793,12'sh7eb,12'sh7fe,12'sh7cb,12'sh754,12'sh69d,12'sh5ad,12'sh48b,12'sh341,12'sh1db,12'sh064,12'sheeb,12'shd7b,12'shc20,12'shae8,12'sh9dc,12'sh906,12'sh86c,12'sh814,12'sh802,12'sh835,12'sh8ac,12'sh963,12'sha54,12'shb76,12'shcbf,12'she25,12'shf9b,12'sh115,12'sh285,12'sh3df,12'sh517,12'sh623,12'sh6fa,12'sh794,12'sh7eb,12'sh7fe,12'sh7cb,12'sh755,12'sh69e,12'sh5ae,12'sh48d,12'sh344,12'sh1de,12'sh068,12'sheef,12'shd7f,12'shc25,12'shaec,12'sh9e0,12'sh909,12'sh86e,12'sh815,12'sh802,12'sh833,12'sh8a9,12'sh95e,12'sha4d,12'shb6e,12'shcb6,12'she1b,12'shf90,12'sh109,12'sh27a,12'sh3d4,12'sh50d,12'sh61b,12'sh6f3,12'sh78f,12'sh7e9,12'sh7ff,12'sh7cf,12'sh75b,12'sh6a7,12'sh5ba,12'sh49b,12'sh353,12'sh1ef,12'sh07b,12'shf02,12'shd91,12'shc36,12'shafc,12'sh9ed,12'sh913,12'sh875,12'sh819,12'sh801,12'sh82e,12'sh8a0,12'sh951,12'sha3d,12'shb5a,12'shca0,12'she03,12'shf77,12'sh0f0,12'sh261,12'sh3bd,12'sh4f8,12'sh609,12'sh6e5,12'sh786,12'sh7e5,12'sh7ff,12'sh7d5,12'sh767,12'sh6b8,12'sh5cf,12'sh4b4,12'sh370,12'sh20e,12'sh09b,12'shf22,12'shdb1,12'shc54,12'shb16,12'sha04,12'sh925,12'sh881,12'sh81e,12'sh801,12'sh827,12'sh892,12'sh93d,12'sha23,12'shb3b,12'shc7d,12'shddd,12'shf50,12'sh0c8,12'sh23a,12'sh399,12'sh4d8,12'sh5ed,12'sh6d0,12'sh777,12'sh7dd};
+parameter [11:0] DOWNCHIRP_SF12_I [0:2047] = 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805,12'sh80e,12'sh85e,12'sh8f1,12'sh9c3,12'shacc,12'shc03,12'shd5e,12'shed0,12'sh04c,12'sh1c6,12'sh330,12'sh47e,12'sh5a4,12'sh698,12'sh751,12'sh7ca,12'sh7fe,12'sh7eb,12'sh792,12'sh6f6,12'sh61c,12'sh50c,12'sh3d0,12'sh271,12'sh0fe,12'shf81,12'she09,12'shca2,12'shb59,12'sha39,12'sh94c,12'sh89b,12'sh82b,12'sh801,12'sh81c,12'sh87e,12'sh923,12'sha04,12'shb1a,12'shc5b,12'shdbc,12'shf32,12'sh0ae,12'sh225,12'sh388,12'sh4cd,12'sh5e7,12'sh6cc,12'sh776,12'sh7de,12'sh7ff,12'sh7db,12'sh772,12'sh6c6,12'sh5de,12'sh4c3,12'sh37d,12'sh219,12'sh0a2,12'shf26,12'shdb1,12'shc51,12'shb11,12'sh9fd,12'sh91d,12'sh87b,12'sh81b,12'sh801,12'sh82d,12'sh89e,12'sh951,12'sha3e,12'shb5e,12'shca7,12'she0e,12'shf86,12'sh102,12'sh275,12'sh3d2,12'sh50e,12'sh61d,12'sh6f6,12'sh792,12'sh7eb,12'sh7fe,12'sh7cb,12'sh753,12'sh69a,12'sh5a7,12'sh483,12'sh336,12'sh1ce,12'sh055,12'sheda,12'shd68,12'shc0e,12'shad6,12'sh9cc,12'sh8f8,12'sh863,12'sh810,12'sh804,12'sh83d,12'sh8bb,12'sh979,12'sha71,12'shb99,12'shce9,12'she53,12'shfcc,12'sh147,12'sh2b7,12'sh40e,12'sh543,12'sh648,12'sh717,12'sh7a7,12'sh7f3,12'sh7fa,12'sh7bb,12'sh737,12'sh674,12'sh579,12'sh44d,12'sh2fb,12'sh190,12'sh016,12'she9c,12'shd2e,12'shbd8,12'shaa8,12'sh9a6,12'sh8dc,12'sh851,12'sh80a,12'sh808,12'sh84d,12'sh8d5,12'sh99c,12'sha9b,12'shbca,12'shd1d,12'she8a,12'sh004,12'sh17e,12'sh2ea,12'sh43d,12'sh56b,12'sh669,12'sh72f,12'sh7b6,12'sh7f9,12'sh7f6,12'sh7ad,12'sh721,12'sh656,12'sh553,12'sh422,12'sh2cd,12'sh15f,12'shfe5,12'she6c,12'shd01,12'shbb0,12'sha85,12'sh98a,12'sh8c8,12'sh845,12'sh806,12'sh80d,12'sh859,12'sh8e9,12'sh9b7,12'shabc,12'shbef,12'shd46,12'sheb4,12'sh02e,12'sh1a7,12'sh311,12'sh460,12'sh588,12'sh681,12'sh740,12'sh7c0,12'sh7fc,12'sh7f1,12'sh7a2,12'sh70f,12'sh63f,12'sh538,12'sh403,12'sh2ab,12'sh13c,12'shfc2,12'she4a,12'shce1,12'shb94,12'sha6d,12'sh977,12'sh8ba,12'sh83d,12'sh804,12'sh810,12'sh862,12'sh8f7,12'sh9c9,12'shad2,12'shc08,12'shd60,12'shed0,12'sh04a,12'sh1c1,12'sh329,12'sh476,12'sh59b,12'sh690,12'sh74a,12'sh7c6,12'sh7fd,12'sh7ee,12'sh79b,12'sh704,12'sh631,12'sh527,12'sh3f0,12'sh297,12'sh127,12'shfad,12'she36,12'shccf,12'shb84,12'sha5f,12'sh96c,12'sh8b3,12'sh839,12'sh803,12'sh812,12'sh867,12'sh8ff,12'sh9d3,12'shade,12'shc15,12'shd6e,12'shede,12'sh058,12'sh1ce,12'sh335,12'sh480,12'sh5a4,12'sh696,12'sh74f,12'sh7c8,12'sh7fe,12'sh7ed,12'sh798,12'sh700,12'sh62b,12'sh521,12'sh3e9,12'sh290,12'sh120,12'shfa7,12'she31,12'shcca,12'shb7f,12'sha5c,12'sh96a,12'sh8b1,12'sh838,12'sh802,12'sh813,12'sh868,12'sh900,12'sh9d4,12'shade,12'shc15,12'shd6e,12'shede,12'sh057,12'sh1cd,12'sh334,12'sh47e,12'sh5a2,12'sh695,12'sh74e,12'sh7c7,12'sh7fd,12'sh7ee,12'sh799,12'sh702,12'sh62f,12'sh525,12'sh3ef,12'sh297,12'sh128,12'shfaf,12'she38,12'shcd2,12'shb87,12'sha63,12'sh96f,12'sh8b5,12'sh83a,12'sh803,12'sh811,12'sh864,12'sh8fa,12'sh9cc,12'shad4,12'shc0a,12'shd61,12'shecf,12'sh048,12'sh1be,12'sh325,12'sh471,12'sh596,12'sh68b,12'sh747,12'sh7c3,12'sh7fc,12'sh7f0,12'sh79f,12'sh70c,12'sh63b,12'sh535,12'sh401,12'sh2ab,12'sh13d,12'shfc5,12'she4e,12'shce7,12'shb9a,12'sha73,12'sh97d,12'sh8bf,12'sh840,12'sh805,12'sh80e,12'sh85d,12'sh8ed,12'sh9bb,12'shac0,12'shbf2,12'shd47,12'sheb3,12'sh02b,12'sh1a2,12'sh30a,12'sh458,12'sh580,12'sh679,12'sh739,12'sh7bb,12'sh7fa,12'sh7f4,12'sh7a9,12'sh71b,12'sh650,12'sh54f,12'sh41f,12'sh2cc,12'sh160,12'shfe9,12'she72,12'shd09,12'shbb9,12'sha8f,12'sh994,12'sh8d0,12'sh84a,12'sh808,12'sh80a,12'sh851,12'sh8db,12'sh9a2,12'shaa1,12'shbce,12'shd1f,12'she89};
+
diff --git a/rtl_files/downchirp_sim.inc b/rtl_files/downchirp_sim.inc
new file mode 100644
index 0000000000000000000000000000000000000000..4b336ad334909bee5d3fb98c7b397e18184d9cd7
--- /dev/null
+++ b/rtl_files/downchirp_sim.inc
@@ -0,0 +1,3 @@
+parameter [11:0] DOWNCHIRP_ARRAY_R [0:31] = {12'sh7ff,12'sh802,12'sh7d9,12'sh8c5,12'sh5a8,12'shd4e,12'she70,12'sh5ed,12'sh801,12'sh55f,12'sh190,12'sh878,12'sh5a8,12'sh36c,12'sh827,12'shf9c,12'sh7ff,12'sh064,12'sh827,12'shc94,12'sh5a8,12'sh788,12'sh190,12'shaa1,12'sh801,12'sha13,12'she70,12'sh2b2,12'sh5a8,12'sh73b,12'sh7d9,12'sh7fe};
+
+parameter [11:0] DOWNCHIRP_ARRAY_I [0:31] = {12'sh000,12'sh064,12'she70,12'sh36c,12'sha58,12'sh788,12'sh827,12'sh55f,12'sh000,12'sha13,12'sh7d9,12'shd4e,12'sha58,12'sh73b,12'sh190,12'sh802,12'sh000,12'sh7fe,12'sh190,12'sh8c5,12'sha58,12'sh2b2,12'sh7d9,12'sh5ed,12'sh000,12'shaa1,12'sh827,12'sh878,12'sha58,12'shc94,12'she70,12'shf9c};
\ No newline at end of file
diff --git a/wuRx_emulateHWFFT.ipynb b/wuRx_emulateHWFFT.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..676e4f3e41232bf99bd9432afc4fb659a4c8f5ee
--- /dev/null
+++ b/wuRx_emulateHWFFT.ipynb
@@ -0,0 +1,572 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 267,
+ "id": "3202ec29",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "\n",
+ "\n",
+ "import os\n",
+ "import sys\n",
+ "import numpy as np\n",
+ "import matplotlib\n",
+ "import scipy.io\n",
+ "import matplotlib.pyplot as plt\n",
+ "from matplotlib import ticker, cm\n",
+ "from matplotlib.colors import LogNorm\n",
+ "from matplotlib.ticker import (AutoMinorLocator, MultipleLocator)\n",
+ "import importlib\n",
+ "import random\n",
+ "from scipy import signal\n",
+ "from scipy.fft import fft, fftfreq, fftshift\n",
+ "from scipy.stats import chi2, ncx2, bernoulli, binom, ncf, norm\n",
+ "from scipy.signal import firwin, firwin2\n",
+ "from scipy import special\n",
+ "\n",
+ "\n",
+ "from wuRx_lib import *"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "9c98d20d",
+ "metadata": {},
+ "source": [
+ "# Parameters"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 268,
+ "id": "d129b2f7",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "ovs = 16\n",
+ "sto_test = 0.5"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 269,
+ "id": "e6ad63f4",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "fs=125e3 * ovs\n",
+ "Ts = 1 /fs\n",
+ "B=125e3 \n",
+ "nonIdealRandom=False \n",
+ "theta=np.pi \n",
+ "cfo = 0\n",
+ "sfo_ppm =0 \n",
+ "\n",
+ "signedMag = False\n",
+ "\n",
+ "SF= 6\n",
+ "SF_MAX= 12\n",
+ "SF_MIN= 4\n",
+ "\n",
+ "NSF = 2**SF\n",
+ "halfNSF = int(NSF/2)\n",
+ "##########################\n",
+ "# Precision parameters\n",
+ "##########################\n",
+ "# Input number of bits (from ADC)\n",
+ "N= 12\n",
+ "Q= 11\n",
+ "# Offset applied before dechirping\n",
+ "offset= 0\n",
+ "# Dechirped number of bits \n",
+ "Ncore= 12\n",
+ "Qcore= 11\n",
+ "# Constant number of bits (downchirp and TF)\n",
+ "Nc= 12\n",
+ "Qc= 11\n",
+ "# Output number of bits\n",
+ "No= 16\n",
+ "Qo= 15\n",
+ "\n",
+ "add_noise = True\n",
+ "fix_noise = True\n",
+ "noise_only= False\n",
+ "###################\n",
+ "noise_std = 0.01\n",
+ "A = 0.5\n",
+ "###################\n",
+ "\n",
+ "Ntrials_atSNR = 1\n",
+ "\n",
+ "snr_test = np.arange(start =-4, \n",
+ " stop =16, \n",
+ " step =5)\n",
+ "\n",
+ "\n",
+ "\n",
+ "send_downchirp = False\n",
+ "\n",
+ "init_offset_r = 0\n",
+ "init_offset_i = 0\n",
+ "\n",
+ "delay_input_start = 2\n",
+ "sto = 0.5+sto_test"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 270,
+ "id": "27befe3e",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "{ 0x0, 0x0, 0x0, 0x1, 0x5, 0xc, 0x14, 0x19, 0x19, 0x14, 0xc, 0x5, 0x1, 0x0, 0x0, 0x0,\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 640x480 with 2 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "cutoff = 200e3\n",
+ "numtaps = 16\n",
+ "\n",
+ "n_bits = 8\n",
+ "q_bits = 7\n",
+ "beta = 5 # Kaiser window shape parameter\n",
+ "\n",
+ "taps = firwin(numtaps,cutoff,fs=fs, window=('kaiser', beta))\n",
+ "taps_q = np.fix(taps * 2**(q_bits)).astype(np.int32) # Round towards zero\n",
+ "# Show Impulse response\n",
+ "#plot_time([taps_q/(2**q_bits)], [\"Low-pass filter\"], fs)\n",
+ "\n",
+ "# Show Frequency response\n",
+ "plot_freq([taps_q/(2**q_bits)], [\"Low-pass filter\"], fs)\n",
+ "\n",
+ "\n",
+ "str_taps = \"{\"\n",
+ "for tap in taps_q.astype(np.int16) : \n",
+ " str_taps += \" \" + hex(tap) +\",\"\n",
+ "print(str_taps)\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "52ae8c51",
+ "metadata": {},
+ "source": [
+ "# Input data Generation"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 271,
+ "id": "0fbd0452",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "4 different SNRs will be tested\n",
+ "4 symbols will be demodulated\n",
+ "Initial noise variance : 0.000 \n",
+ "Initial noise std (real or imag) : 0.010\n",
+ "\n",
+ "SNR [dB] : -4 \t Std : 0.01 \t Max val : 0.03 \t Ratio clipping [%]: 0.0000\n",
+ "SNR [dB] : 1 \t Std : 0.01 \t Max val : 0.03 \t Ratio clipping [%]: 0.0000\n",
+ "SNR [dB] : 6 \t Std : 0.01 \t Max val : 0.03 \t Ratio clipping [%]: 0.0000\n",
+ "SNR [dB] : 11 \t Std : 0.01 \t Max val : 0.03 \t Ratio clipping [%]: 0.0000\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "[<matplotlib.lines.Line2D at 0x7faebcb12700>]"
+ ]
+ },
+ "execution_count": 271,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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+ "text/plain": [
+ "<Figure size 2000x400 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 2000x400 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "initial_noise_var, noise_var, symbols, reshaped_symbols,downchirp, in_array= create_symbol_and_noise(snr_test, Ntrials_atSNR, noise_std, A, add_noise, fix_noise, noise_only, SF, NSF, N, Q, Ncore, Qcore, offset, fs, B, nonIdealRandom, theta, cfo, sto, sfo_ppm)\n",
+ "\n",
+ "t= np.linspace(start = 0, stop=NSF*Ts, num=NSF, endpoint=False)\n",
+ "\n",
+ "in_array = (np.real(in_array) + init_offset_r/(2**Q)) +1j* (np.imag(in_array) + init_offset_i/(2**Q))\n",
+ "\n",
+ "if send_downchirp:\n",
+ " in_array = np.conjugate(in_array)\n",
+ " downchirp= np.conjugate(downchirp)\n",
+ " \n",
+ "figsize=(20,4)\n",
+ "plt.figure(figsize=figsize)\n",
+ "plt.plot(np.arange(len(in_array)),np.real(in_array), color = \"orange\", label = \"Real\")\n",
+ "plt.plot(np.arange(len(in_array)),np.imag(in_array), color = \"red\" , label = \"Imag\")\n",
+ "plt.title(\"Input vector\")\n",
+ "plt.xlabel(\"Time\")\n",
+ "plt.ylabel(\"Amplitude\")\n",
+ "\n",
+ "in_scaled, to_plot, quantified = quantif_signedMag(in_array,N,Q)\n",
+ "in_sca , to_p , quantif = quantif_twoComplement(in_array,N,Q)\n",
+ "\n",
+ "format = \"%.\"+str(N//4)+\"x\"\n",
+ "if signedMag:\n",
+ " np.savetxt(\"testvec_files/wuRx_inputs.txt\",quantified,fmt=format)\n",
+ " inputs_real_mixed = read_IQ_outputs_interleaved(\"testvec_files/wuRx_inputs.txt\",N)\n",
+ "else:\n",
+ " np.savetxt(\"testvec_files/wuRx_inputs.txt\",quantif ,fmt=format)\n",
+ " inputs_real_mixed = read_IQ_outputs_interleaved_2s (\"testvec_files/wuRx_inputs.txt\",N)\n",
+ "\n",
+ "\n",
+ "theor_scaled_var = initial_noise_var*(2**Q)**2\n",
+ "scaled_var = np.var(in_scaled)\n",
+ "\n",
+ "\n",
+ "\n",
+ "figsize=(20,4)\n",
+ "plt.figure(figsize=figsize)\n",
+ "real_part = np.real(inputs_real_mixed)\n",
+ "imag_part = np.imag(inputs_real_mixed)\n",
+ "plt.plot(np.arange(len(real_part)),real_part, color = \"orange\", label = \"Real\", marker=\".\")\n",
+ "plt.plot(np.arange(len(real_part)),imag_part, color = \"red\" , label = \"Imag\", marker=\".\")\n",
+ "plt.plot(np.arange(len(real_part)),np.ones(len(real_part))*np.mean(real_part), color = \"orange\", linestyle =\"dotted\" , label = \"Real\")\n",
+ "plt.plot(np.arange(len(real_part)),np.ones(len(real_part))*np.mean(imag_part), color = \"red\" , linestyle =\"dotted\" , label = \"Imag\")\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 272,
+ "id": "9fd9c022",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "in_array_del = np.insert(in_array , np.zeros(delay_input_start, dtype=np.int32), np.zeros(delay_input_start))[:len(in_array)]\n",
+ "inputs_real_mixed_del = np.insert(inputs_real_mixed, np.zeros(delay_input_start, dtype=np.int32), np.zeros(delay_input_start))[:len(inputs_real_mixed)]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 273,
+ "id": "c5e87c31",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "TF_scaled, TF_toCore= quantify_twiddle_factor(NFFT=NSF,Ncore=Nc,Qcore=Qc,path_rtl_file=\"./rtl_files/TF_sim.inc\", signedMag=signedMag)\n",
+ "quantify_twiddle_factor(NFFT=2**SF_MAX,Ncore=Nc,Qcore=Qc,path_rtl_file=\"./rtl_files/TF_SFs_sim.inc\", signedMag=signedMag)\n",
+ "format = \"%.\"+str(Nc//4)+\"x\"\n",
+ "np.savetxt(\"testvec_files/twiddleFactor.txt\",TF_toCore,fmt=format)\n",
+ "twiddleFactor_f = np.zeros(NSF, dtype =np.complex_)\n",
+ "twiddleFactor_f[0 :NSF//2] = TF_scaled[0:NSF//2]\n",
+ "twiddleFactor_f[NSF//2:NSF ] = -TF_scaled[0:NSF//2]\n",
+ "\n",
+ "downc_iq_file, downc_core = quantify_downchirp (SF=SF, fs=B,B=B,Ncore=Nc,Qcore=Qc,path_rtl_file=\"./rtl_files/downchirp_sim.inc\" , signedMag=signedMag)\n",
+ "quantify_downchirps(SF_min=SF_MIN,SF_max=SF_MAX,fs=fs,B=B,Ncore=Nc,Qcore=Qc,path_rtl_file=\"./rtl_files/downchirp_SFs_sim.inc\", signedMag=signedMag )\n",
+ "format = \"%.\"+str(Nc//4)+\"x\"\n",
+ "np.savetxt(\"testvec_files/downchirp.txt\",downc_core,fmt=format)\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 274,
+ "id": "a6f2df2c",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "if send_downchirp:\n",
+ " downc_iq_file = np.conjugate(downc_iq_file)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 275,
+ "id": "654428c4",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "offset_r = 0\n",
+ "offset_i = 0\n",
+ "\n",
+ "inputs_real_mixed_off = (np.real(inputs_real_mixed_del) + offset_r) +1j* (np.imag(inputs_real_mixed_del) + offset_i)\n",
+ "in_array_off = (np.real(in_array_del) + offset_r/(2**Q)) +1j* (np.imag(in_array_del) + offset_i/(2**Q))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "1417a935",
+ "metadata": {},
+ "source": [
+ "## Simulation of FFT results"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 276,
+ "id": "7e942c8b",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "est_sto = 0#4\n",
+ "factorScale = 1\n",
+ "rollNumber = 1\n",
+ "\n",
+ "est_sto = 0\n",
+ "\n",
+ "#in_array_off_R = in_array_off [est_sto::ovs]/factorScale"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 277,
+ "id": "981d9fc4",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "\n",
+ "inputs_real_mixed_off_ext = np.roll(np.append(inputs_real_mixed_off,np.zeros(len(taps_q)-1)),est_sto)\n",
+ "inputs_real_mixed_off_filt= scipy.signal.correlate(inputs_real_mixed_off_ext,taps_q/(2**q_bits),mode=\"valid\",method='direct')\n",
+ "inputs_real_mixed_off_R = inputs_real_mixed_off_filt[::ovs]\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 278,
+ "id": "0114da3e",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[-16.234375 -25.1875j 17.2578125+12.8359375j -8.71875 -0.890625j\n",
+ " 11.7578125-14.5078125j -12.8125 +16.484375j ]\n"
+ ]
+ }
+ ],
+ "source": [
+ "print(inputs_real_mixed_off_R[0:5])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 279,
+ "id": "025210e2",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "(4096,)\n",
+ "(4111,)\n",
+ "(4096,)\n",
+ "(256,)\n"
+ ]
+ }
+ ],
+ "source": [
+ "\n",
+ "in_array_off_ext = np.roll(np.append(in_array_off,np.zeros(len(taps)-1)),est_sto)\n",
+ "in_array_off_filt= scipy.signal.correlate(in_array_off_ext,taps,mode=\"valid\",method='auto')\n",
+ "in_array_off_R = in_array_off_filt[::ovs]\n",
+ "\n",
+ "print(np.shape(in_array_off))\n",
+ "print(np.shape(in_array_off_ext))\n",
+ "print(np.shape(in_array_off_filt))\n",
+ "print(np.shape(in_array_off_R))\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 280,
+ "id": "c45aa8ed",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#inputs_real_mixed_off_R = inputs_real_mixed_off[est_sto::ovs]/factorScale\n",
+ "#in_array_off_R = np.roll(in_array_off_R ,0)\n",
+ "#inputs_real_mixed_off_R = np.roll(inputs_real_mixed_off_R ,0)\n",
+ "#in_array_off_R [0] = 0\n",
+ "#inputs_real_mixed_off_R [0] = 0"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 281,
+ "id": "b587b733",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Perf : \n",
+ "Software res: 0.00350\n",
+ "Symbols:\n",
+ "[55 37 38 26]\n",
+ "[55 37 38 26]\n",
+ "0.09911004434850818\n",
+ "0.09691857704013779\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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+ "text/plain": [
+ "<Figure size 2000x600 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "simu_reshaped = np.reshape(in_array_off_R, newshape=(len(snr_test),Ntrials_atSNR,NSF))\n",
+ "## Perform FFT with SciPy\n",
+ "simu_dechirped = simu_reshaped*downchirp\n",
+ "simu_FFT = fft(simu_dechirped,axis=2)\n",
+ "## Get power spectral density\n",
+ "simu_PSD = np.abs(simu_FFT) \n",
+ "\n",
+ "\n",
+ "fig, ax = plt.subplots(1,1, figsize= (20,6))\n",
+ "\n",
+ "\n",
+ "for i in range(len(snr_test),0,-1):\n",
+ " for j in range(Ntrials_atSNR,0,-1):\n",
+ " ax.plot(np.arange(NSF),simu_PSD[i-1,j-1,:], color = listColor[i%(len(listColor))])\n",
+ " ax.set_title(\"Output vector\") \n",
+ " ax.set_xlabel(\"Time\")\n",
+ " ax.set_ylabel(\"Amplitude\")\n",
+ "ax.vlines(x=NSF/2 -1, ymin = 0, ymax=np.max(simu_PSD), color = \"black\", linestyles=\"dotted\")\n",
+ "\n",
+ "\n",
+ "in_reshaped = np.reshape(inputs_real_mixed_off_R, newshape=(len(snr_test),Ntrials_atSNR,NSF))\n",
+ "## Perform FFT with SciPy\n",
+ "signal_dechirped = in_reshaped*downc_iq_file\n",
+ "signalFFT = fft((np.floor(np.real(signal_dechirped)/(2**Qc )) + 1j*np.floor(np.imag(signal_dechirped)/(2**Qc ))) /(2**Q ))\n",
+ "signalPSD = np.abs(signalFFT) \n",
+ "\n",
+ "for i in range(len(snr_test),0,-1):\n",
+ " for j in range(Ntrials_atSNR,0,-1):\n",
+ " ax.scatter(np.arange(NSF),signalPSD[i-1,j-1,:], color = listColor[i%(len(listColor))])\n",
+ "ax.set_title(\"Output vector\") \n",
+ "ax.set_xlabel(\"Time\")\n",
+ "ax.set_ylabel(\"Amplitude\")\n",
+ "ax.vlines(x=NSF/2 -1, ymin = 0, ymax=np.max(signalPSD), color = \"black\", linestyles=\"dotted\")\n",
+ "\n",
+ "print(\"Perf : \")\n",
+ "print(\"Software res: %.5f\" %(np.mean(np.abs((signalPSD - simu_PSD))) ) )\n",
+ "\n",
+ "print(\"Symbols:\")\n",
+ "print(np.ndarray.flatten(np.argmax(simu_PSD,axis=2)))\n",
+ "print(np.ndarray.flatten(np.argmax(signalPSD,axis=2)))\n",
+ "\n",
+ "print(np.mean(simu_PSD))\n",
+ "print(np.mean(signalPSD))\n",
+ "\n",
+ "signalFFT_Q = signalFFT*(2**Q )\n",
+ "signalPSD_Q = np.abs(signalFFT_Q)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 250,
+ "id": "2e76c23e",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "TRIALS : Max index : 16, Max value : 980\n",
+ " -1 \t => -53.08 +1j*320.80 \t ==> 325.16 \n",
+ " 0 \t => -980.00 +1j*26.00 \t ==> 980.34 \n",
+ " 1 \t => -5.56 +1j*435.95 \t ==> 435.98 \n",
+ "TRIALS : Max index : 54, Max value : 1653\n",
+ " -1 \t => -356.61 +1j*60.95 \t ==> 361.78 \n",
+ " 0 \t => -322.82 +1j*1622.01 \t ==> 1653.82 \n",
+ " 1 \t => -588.99 +1j*-623.33 \t ==> 857.58 \n",
+ "TRIALS : Max index : 43, Max value : 2910\n",
+ " -1 \t => 157.98 +1j*-694.81 \t ==> 712.54 \n",
+ " 0 \t => -2729.32 +1j*1011.78 \t ==> 2910.82 \n",
+ " 1 \t => -1269.39 +1j*-958.24 \t ==> 1590.46 \n",
+ "TRIALS : Max index : 42, Max value : 5098\n",
+ " -1 \t => -815.96 +1j*-943.25 \t ==> 1247.20 \n",
+ " 0 \t => -1159.58 +1j*4964.76 \t ==> 5098.38 \n",
+ " 1 \t => -2543.03 +1j*1104.26 \t ==> 2772.43 \n"
+ ]
+ }
+ ],
+ "source": [
+ "n_adjacent = 1\n",
+ "n_around = 2*n_adjacent + 1\n",
+ "\n",
+ "for i in range(0,len(snr_test)):\n",
+ " for j in range(0,Ntrials_atSNR):\n",
+ " index_max = np.argmax(signalPSD_Q[i,j,:])\n",
+ " print(\"TRIALS : Max index : %d, Max value : %d\"%(index_max,np.max(signalPSD_Q[i,j,index_max])))\n",
+ " for n in range(-n_adjacent,n_adjacent+1):\n",
+ " data = signalFFT_Q[i,j,(index_max+n)%NSF]\n",
+ " print(\" %d \\t => %.2f +1j*%.2f \\t ==> %.2f \"%(n,np.real(data),np.imag(data), np.abs(data)))\n"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.8.10"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/wuRx_lib.py b/wuRx_lib.py
new file mode 100644
index 0000000000000000000000000000000000000000..4fda35dde0d85f8d40718b43280aefe8870267d6
--- /dev/null
+++ b/wuRx_lib.py
@@ -0,0 +1,1292 @@
+
+
+import os
+import shutil
+import sys
+import numpy as np
+import matplotlib
+import scipy.io
+import matplotlib.pyplot as plt
+from matplotlib import ticker, cm
+from matplotlib.colors import LogNorm
+from matplotlib.ticker import (AutoMinorLocator, MultipleLocator)
+import importlib
+import random
+from scipy import signal
+from scipy.fft import fft, fftfreq, fftshift
+from scipy.stats import chi2, ncx2, bernoulli, binom, ncf, norm
+from scipy import special
+
+
+dictColor = {"DeepBlue" :"#095256",
+ "LightBlue" :"#01a7c2",
+ "UnitedBlue" :"#6290c8",
+ "Green" :"#44af69",
+ "LightRed" :"#f8333c",
+ "DeepRed" :"#a22c29",
+ "Orange" :"#fcab10",
+ "Sandy" :"#fc9e4F",
+ "Olivine" :"#9ab87a",
+ "CarolinaBlue" :"#009DDC",
+ "2DeepBlue" :"#095256",
+ "2LightBlue" :"#01a7c2",
+ "2UnitedBlue" :"#6290c8",
+ "2CerulBlue" :"#6096ba",
+ "2Green" :"#44af69"}
+listColor = list(dictColor.values())
+
+###########################################################################
+def bitreverse_reorder(array,Nfft):
+ N = len(array)
+ Nsig = N//Nfft
+ lst = np.arange(Nfft)
+ array_reoreder = np.zeros((Nsig,Nfft), dtype=np.complex64)
+
+ def order_in_reversed_bits_python(lst):
+ return np.array([v for _, v in sorted(enumerate(lst), key=lambda k: bin(k[0])[:1:-1])])
+ new_order = order_in_reversed_bits_python(lst)
+
+ for s in range(Nsig):
+ for i,index in enumerate(new_order):
+ array_reoreder[s,i] = array[index+s*Nfft]
+
+ return array_reoreder
+
+def bitreverse_index(index_array,Nfft):
+ N = len(index_array)
+ array_reoreder = np.zeros((N))
+ lst = np.arange(Nfft)
+
+ def order_in_reversed_bits_python(lst):
+ return np.array([v for _, v in sorted(enumerate(lst), key=lambda k: bin(k[0])[:1:-1])])
+ new_order = order_in_reversed_bits_python(lst)
+
+ for i,index in enumerate(index_array):
+ array_reoreder[i] = new_order[index]
+
+ return array_reoreder
+
+###########################################################################
+def quantif_signedMag(in_array,N,Q,clip=0.9999):
+ length = len(in_array)
+ in_array_r = np.real(in_array)
+ in_array_i = np.imag(in_array)
+ clipping = clip*(2**(N-Q-1))
+ input_clip_r = np.clip(in_array_r , a_min= -clipping, a_max = clipping)
+ input_clip_i = np.clip(in_array_i , a_min= -clipping, a_max = clipping)
+ input_Q_r = input_clip_r * (2 ** Q)
+ input_Q_i = input_clip_i * (2 ** Q)
+ input_quant_r = np.floor(np.abs(input_Q_r)).astype(np.int32)
+ input_quant_i = np.floor(np.abs(input_Q_i)).astype(np.int32)
+
+ #input_quant_r = np.abs(np.floor(input_Q_r)).astype(np.int32)
+ #input_quant_i = np.abs(np.floor(input_Q_i)).astype(np.int32)
+
+ input_quant_ns_r = np.bitwise_and(np.abs(input_quant_r), ((2**(N-1))-1)) # Overflow
+ input_quant_ns_i = np.bitwise_and(np.abs(input_quant_i), ((2**(N-1))-1)) # Overflow
+ sign_input_r = (input_Q_r<0).astype(np.int32)
+ sign_input_i = (input_Q_i<0).astype(np.int32)
+
+ input_core = np.zeros((2*length)).astype(np.uint32)
+
+ for i in range(length):
+ input_core[i*2 ]= input_quant_ns_r[i] | (sign_input_r[i]<< (N-1))
+ input_core[i*2+1]= input_quant_ns_i[i] | (sign_input_i[i]<< (N-1))
+
+ to_plot = np.zeros((2,length))
+ to_plot[0,:] = (2*(input_Q_r>0) -1)*input_quant_r
+ to_plot[1,:] = (2*(input_Q_i>0) -1)*input_quant_i
+
+ return (input_Q_r+1j*input_Q_i),to_plot, input_core
+
+
+def quantif_twoComplement(in_array,N,Q,clip=0.9999, round =False):
+ length = len(in_array)
+ in_array_r = np.real(in_array)
+ in_array_i = np.imag(in_array)
+ clipping = clip*(2**(N-Q-1))
+ input_clip_r = np.clip(in_array_r , a_min= -clipping, a_max = clipping)
+ input_clip_i = np.clip(in_array_i , a_min= -clipping, a_max = clipping)
+ input_Q_r = input_clip_r * (2 ** Q)
+ input_Q_i = input_clip_i * (2 ** Q)
+ if(round):
+ input_quant_r = np.round((input_Q_r)).astype(np.int32)
+ input_quant_i = np.round((input_Q_i)).astype(np.int32)
+ else:
+ input_quant_r = np.floor((input_Q_r)).astype(np.int32)
+ input_quant_i = np.floor((input_Q_i)).astype(np.int32)
+
+ input_core = np.zeros((2*length)).astype(np.uint32)
+ for i in range(length):
+ input_core[i*2 ]= input_quant_r[i] & (2**N -1)# input_quant_ns_r[i] | (sign_input_r[i]<< (N-1))
+ input_core[i*2+1]= input_quant_i[i] & (2**N -1)# input_quant_ns_i[i] | (sign_input_i[i]<< (N-1))
+
+ to_plot = np.zeros((2,length))
+ to_plot[0,:] = input_quant_r
+ to_plot[1,:] = input_quant_i
+
+ return (input_quant_r+1j*input_quant_i),to_plot, input_core
+
+
+
+def read_IQ_outputs(file_path,N):
+ outputs_core_iq = np.loadtxt(file_path,delimiter=" ",converters={0:lambda s: int(s,16)}).astype(np.uint32)
+ Nfft = len(outputs_core_iq)
+ outputs_core = np.zeros((Nfft,), dtype=np.complex64)
+
+ code_part = 2**(N) -1
+ code_mag = ((2**(N-1))-1)
+ for i in range(Nfft):
+ first_part = np.bitwise_and((outputs_core_iq[i]>> N ), code_part)
+ sec_part = np.bitwise_and((outputs_core_iq[i] ), code_part)
+
+ first_sign = 1-2*(first_part >>(N -1))
+ sec_sign = 1-2*(sec_part >>(N -1))
+
+ a = np.bitwise_and(np.abs(first_part), code_mag)
+ b = np.bitwise_and(np.abs(sec_part ), code_mag)
+
+ outputs_core[i] = a * first_sign + 1j* b * sec_sign
+ return outputs_core
+
+def read_IQ_outputs_interleaved(file_path,N):
+ outputs_core = np.loadtxt(file_path,delimiter=" ",converters={0:lambda s: int(s,16)}).astype(np.uint32)
+ outputs_core_iq = np.array([outputs_core[0::2], outputs_core[1::2]])
+ Nfft = np.shape(outputs_core_iq)[1]
+ outputs_core = np.zeros((Nfft,), dtype=np.complex64)
+
+ code_part = 2**(N) -1
+ code_mag = ((2**(N-1))-1)
+ for i in range(Nfft):
+ first_part = np.bitwise_and((outputs_core_iq[0,i] ), code_part)
+ sec_part = np.bitwise_and((outputs_core_iq[1,i] ), code_part)
+
+ first_sign = 1-2*(first_part >>(N -1))
+ sec_sign = 1-2*(sec_part >>(N -1))
+
+ a = np.bitwise_and(np.abs(first_part), code_mag)
+ b = np.bitwise_and(np.abs(sec_part ), code_mag)
+
+ outputs_core[i] = a * first_sign + 1j* b * sec_sign
+ return outputs_core
+
+def sign_extend(value, bits):
+ sign_bit = 1 << (bits - 1)
+ return (value & (sign_bit - 1)) - (value & sign_bit)
+
+def read_IQ_outputs_interleaved_2s(file_path,N):
+ outputs_core = np.loadtxt(file_path,delimiter=" ",converters={0:lambda s: int(s,16)}).astype(np.int32)
+ outputs_core_ext = sign_extend(outputs_core, N)
+ outputs_core_iq =outputs_core_ext[0::2] + 1j* outputs_core_ext[1::2]
+
+ return outputs_core_iq
+
+def read_Mag_outputs(file_path,N):
+ outputs_core_mag = np.loadtxt(file_path,delimiter=" ",converters={0:lambda s: int(s,16)}).astype(np.uint64)
+ Nfft = len(outputs_core_mag)
+ outputs_core = np.zeros((Nfft,))
+
+ code_part = 2**(N) -1
+ code_mag = ((2**(N-1))-1)
+ for i in range(Nfft):
+ outputs_core[i] = outputs_core_mag[i]
+
+ return outputs_core
+
+def read_rescaling(file_path):
+ rescaling = np.loadtxt(file_path,converters={0:lambda s: int(s)})
+ return rescaling
+
+def read_maxidx(file_path):
+ maxidx = np.loadtxt(file_path,converters={0:lambda s: int(s)})
+ return maxidx
+
+#def read_Mag_outputs(file_path,N):
+# outputs_core_mag = np.loadtxt(file_path,delimiter=" ",converters={0:lambda s: int(s,16)}).astype(np.uint32)
+# Nfft = len(outputs_core_mag)
+# outputs_core = np.zeros((Nfft,), dtype=np.complex64)
+#
+# code_part = 2**(N) -1
+# code_mag = ((2**(N-1))-1)
+# for i in range(Nfft):
+# outputs_core[i] = np.bitwise_and((outputs_core_mag[i]>> N ), code_part)
+# return outputs_core
+
+def read_FFT_core_outputs(file_path,NFFT,N):
+ outputs_core = read_IQ_outputs(file_path,N)
+ outputs_core_reorder = bitreverse_reorder(outputs_core,NFFT)
+ return outputs_core_reorder
+
+def read_FFT_core_outputs_interleaved(file_path,NFFT,N):
+ outputs_core = read_IQ_outputs_interleaved(file_path,N)
+ outputs_core_reorder = bitreverse_reorder(outputs_core,NFFT)
+ return outputs_core_reorder
+
+###########################################################################
+
+def estimate_perf(input_data=[],input_symbols=[],NSNR_tested=1,NTRIALS_atSNR=1,NSF=128):
+ abs_signal = np.abs(input_data)
+ # Store symbols Peak Value (might be dominated by noise)
+ symbol_peak = np.zeros((NSNR_tested,NTRIALS_atSNR))
+ for i in range(NSNR_tested):
+ for j in range(NTRIALS_atSNR):
+ symbol_peak[i,j] = abs_signal[i,j,input_symbols[i,j]]
+
+ # Get the index of the maximum (the max observed)
+ ind_max_signal = np.argmax(abs_signal,axis=2)
+
+ # Remove the peak of the input symbol bin
+ sig_noPeak = np.copy(input_data)
+ # Noise variance of the output signal without the bin of the input symbol
+ noSig_var_trial = np.zeros((NSNR_tested,NTRIALS_atSNR))
+ # Output SNR of the output symbol bin on output noise variance
+ snr_trial = np.zeros((NSNR_tested,NTRIALS_atSNR))
+ for i in range(NSNR_tested):
+ for j in range(NTRIALS_atSNR):
+ sig_noPeak[i,j,input_symbols[i,j]] = 0
+ noise_var_thisTrial = np.mean(np.abs( sig_noPeak[i,j,:] - (np.sum(sig_noPeak[i,j,:])/(NSF-1)) )**2)
+ noSig_var_trial[i,j] = noise_var_thisTrial
+ snr_trial[i,j] = (symbol_peak[i,j]**2)/noise_var_thisTrial
+
+
+ symbol_mean_peak = np.mean(symbol_peak,axis=1)
+ noiseVar_estimated = np.mean(noSig_var_trial,axis=1)
+ outSNR_estimated = np.mean(snr_trial, axis=1)
+ outSNR_estimated = 10*np.log10(outSNR_estimated)
+ return symbol_mean_peak, noiseVar_estimated, outSNR_estimated
+###########################################################################
+def estimate_perf_SNR(input_data_pow=[],input_symbols=[],NSNR_tested=1,NTRIALS_atSNR=1,NSF=128):
+ abs_signal = (input_data_pow)
+ # Store symbols Peak Value (might be dominated by noise)
+ symbol_peak = np.zeros((NSNR_tested,NTRIALS_atSNR))
+ for i in range(NSNR_tested):
+ for j in range(NTRIALS_atSNR):
+ symbol_peak[i,j] = abs_signal[i,j,input_symbols[i,j]]
+
+ # Get the index of the maximum (the max observed)
+ ind_max_signal = np.argmax(abs_signal,axis=2)
+
+ # Remove the peak of the input symbol bin
+ sig_noPeak = np.copy(abs_signal)
+ # Noise variance of the output signal without the bin of the input symbol
+ noSig_var_trial = np.zeros((NSNR_tested,NTRIALS_atSNR))
+ # Output SNR of the output symbol bin on output noise variance
+ snr_trial = np.zeros((NSNR_tested,NTRIALS_atSNR))
+ for i in range(NSNR_tested):
+ for j in range(NTRIALS_atSNR):
+ sig_noPeak[i,j,input_symbols[i,j]] = 0
+ noise_var_thisTrial = (np.sum(sig_noPeak[i,j,:]**2)/(NSF-1))#np.mean(np.abs( sig_noPeak[i,j,:] - (np.sum(sig_noPeak[i,j,:])/(NSF-1)) )**2)
+ noSig_var_trial[i,j] = noise_var_thisTrial
+ snr_trial[i,j] = (symbol_peak[i,j]**2)/noise_var_thisTrial
+
+
+ symbol_mean_peak = np.mean(symbol_peak,axis=1)
+ noiseVar_estimated = np.mean(noSig_var_trial,axis=1)
+ outSNR_estimated = np.mean(snr_trial, axis=1)
+ outSNR_estimated = 10*np.log10(outSNR_estimated)
+ return symbol_mean_peak, noiseVar_estimated, outSNR_estimated
+###########################################################################
+def estimate_perf_NoiseStd(input_data_pow=[],NSNR_tested=1,NTRIALS_atStd=1,NSF=128):
+ abs_signal = np.abs(input_data_pow)
+ noise_trial = np.zeros((NSNR_tested,NTRIALS_atStd))
+ for i in range(NSNR_tested):
+ for j in range(NTRIALS_atStd):
+ noise_trial[i,j] = (np.sum(abs_signal[i,j,:]**2)/(NSF-1))#np.mean(np.abs( sig_noPeak[i,j,:] - (np.sum(sig_noPeak[i,j,:])/(NSF-1)) )**2)
+
+ return np.mean(noise_trial,axis=1)
+###########################################################################
+
+def estimate_perf_pureSig(input_data=[],input_symbols=[],NAMP_tested=1,NTRIALS_atA=1,NSF=128):
+ abs_signal = np.abs(input_data)
+ # Store symbols Peak Value (might be dominated by noise)
+ symbol_peak = np.zeros((NAMP_tested,NTRIALS_atA))
+ for i in range(NAMP_tested):
+ for j in range(NTRIALS_atA):
+ symbol_peak[i,j] = abs_signal[i,j,input_symbols[i,j]]
+
+ # Get the index of the maximum (the max observed)
+ ind_max_signal = np.argmax(abs_signal,axis=2)
+
+ # Remove the peak of the input symbol bin
+ sig_noPeak = np.copy(input_data)
+ # Noise variance of the output signal without the bin of the input symbol
+ noSig_var_trial = np.zeros((NAMP_tested,NTRIALS_atA))
+ # Output SNR of the output symbol bin on output noise variance
+ snr_trial = np.zeros((NAMP_tested,NTRIALS_atA))
+ for i in range(NAMP_tested):
+ for j in range(NTRIALS_atA):
+ sig_noPeak[i,j,input_symbols[i,j]] = 0
+ noise_var_thisTrial = np.mean(np.abs( sig_noPeak[i,j,:] - (np.sum(sig_noPeak[i,j,:])/(NSF-1)) )**2)
+ noSig_var_trial[i,j] = noise_var_thisTrial
+ snr_trial[i,j] = (symbol_peak[i,j]**2)/noise_var_thisTrial
+
+
+ symbol_mean_peak = np.mean(symbol_peak,axis=1)
+ noiseVar_estimated = np.mean(noSig_var_trial,axis=1)
+ outSNR_estimated = np.mean(snr_trial, axis=1)
+ outSNR_estimated = 10*np.log10(outSNR_estimated)
+ return symbol_mean_peak, noiseVar_estimated, outSNR_estimated
+
+
+###########################################################################
+
+def estimate_noiseVar_and_SNR(input_data=[],input_symbols=[],NSNR_tested=1,NTRIALS_atSNR=1,NSF=128):
+ abs_signal = np.abs(input_data)
+ # Store symbols Peak Value (might be dominated by noise)
+ symbol_peak = np.zeros((NSNR_tested,NTRIALS_atSNR))
+ for i in range(NSNR_tested):
+ for j in range(NTRIALS_atSNR):
+ symbol_peak[i,j] = abs_signal[i,j,input_symbols[i,j]]
+
+ # Get the index of the maximum (the max observed)
+ ind_max_signal = np.argmax(abs_signal,axis=2)
+
+ # Remove the peak of the input symbol bin
+ sig_noPeak = np.copy(input_data)
+ # Noise variance of the output signal without the bin of the input symbol
+ noSig_var_trial = np.zeros((NSNR_tested,NTRIALS_atSNR))
+ # Output SNR of the output symbol bin on output noise variance
+ snr_trial = np.zeros((NSNR_tested,NTRIALS_atSNR))
+ # Value of the maximum, not considering input symbol bin
+ max_noSig = np.zeros((NSNR_tested,NTRIALS_atSNR))
+ for i in range(NSNR_tested):
+ for j in range(NTRIALS_atSNR):
+ sig_noPeak[i,j,input_symbols[i,j]] = 0
+ noise_var_thisTrial = np.mean(np.abs( sig_noPeak[i,j,:] - (np.sum(sig_noPeak[i,j,:])/(NSF-1)) )**2)
+ noSig_var_trial[i,j] = noise_var_thisTrial
+ snr_trial[i,j] = (symbol_peak[i,j]**2)/noise_var_thisTrial
+ max_noSig[i,j] = np.max(np.abs( sig_noPeak[i,j,:]))
+
+
+ symbol_mean_peak = np.mean(symbol_peak,axis=1)
+ peak_dev = np.mean(symbol_peak/max_noSig,axis=1)
+ noiseVar_estimated = np.mean(noSig_var_trial,axis=1)
+ outSNR_estimated = np.mean(snr_trial, axis=1)
+ outSNR_estimated = 10*np.log10(outSNR_estimated)
+ inSNR_estimated = outSNR_estimated - 10*np.log10(NSF)
+ return symbol_mean_peak, peak_dev, noiseVar_estimated, inSNR_estimated, outSNR_estimated
+
+###########################################################################
+
+def LoRa_modulate(symbols = [],SF=7,fs=125e3,B=125e3, nonIdealRandom=False, theta=0, cfo =0, sto =0, sfo_ppm =0, A=1):
+ N = 2**SF
+ n_os = int(fs//B)
+ N_os = N*n_os
+
+ if nonIdealRandom:
+ cfo, sto, sfo, theta = LoRa_random_param(cfo_max = cfo, sto_max = sto, sfo_ppm_max =sfo_ppm, fs=125e3)
+ else :
+ sfo = sfo_ppm*fs/1e6
+
+ Ts = 1/fs
+ fs_sfo = fs + sfo
+ Ts_sfo = 1/fs_sfo
+
+ T_symbol = n_os*2**SF*Ts
+ T_symbol_sfo = n_os*2**SF*Ts_sfo
+
+ T_symbol_ratio = T_symbol_sfo/T_symbol
+
+ N_sample = len(symbols)*N_os
+
+ time_symbols = np.linspace(0,stop = N_sample*Ts_sfo,num = N_sample,endpoint=False)
+ init_timeVec = np.linspace(0,stop = N_sample*Ts_sfo,num = N_sample,endpoint=False)
+ received = np.zeros(N_sample , dtype=np.complex64)
+ upchirp_sto_sfo = np.zeros(N_sample , dtype=np.complex64)
+
+ ratio = fs/fs_sfo
+ increment = N_os*fs/fs_sfo
+ prev_index = 0
+ prev_value = 0
+
+ for s, symb in enumerate(symbols):
+ index_fold = int(np.floor( prev_value + (N-symb)*ratio*n_os ) )
+ prev_value = prev_value + increment
+ index = int(np.floor(prev_value))
+ time_symbols[prev_index : index_fold] = time_symbols[prev_index : index_fold] - s*T_symbol +(sto/B) + symb*Ts*n_os
+ time_symbols[index_fold : index] = time_symbols[index_fold : index] - s*T_symbol +(sto/B) + symb*Ts*n_os - T_symbol
+ upchirp_sto_sfo[prev_index : index] = A[s]*np.exp(2*1j*np.pi*B* ( (np.square(time_symbols[prev_index : index]))/(2*T_symbol) - 0.5*(time_symbols[prev_index : index]) ) , dtype=np.complex64)
+ prev_index = index
+
+ received[:] = upchirp_sto_sfo * np.exp(1j*theta) * np.exp(2*1j*np.pi*B* init_timeVec*(cfo)/N)
+
+ return received
+
+###########################################################################
+
+def LoRa_random_param(cfo_max = 0, sto_max = 0, sfo_ppm_max =0, fs=125e3):
+
+ cfo = ((cfo_max )*np.random.rand() )*np.sign(np.random.rand() - 0.5)
+ sto = ((sto_max )*np.random.rand() )*np.sign(np.random.rand() - 0.5)
+ sfo_tx = ((sfo_ppm_max )*np.random.rand() )*np.sign(np.random.rand() - 0.5)
+ sfo_rx = ((sfo_ppm_max )*np.random.rand() )*np.sign(np.random.rand() - 0.5)
+ sfo = (sfo_tx+sfo_rx)*fs/1e6
+ theta = 2*np.pi*np.random.rand(1)
+
+ return cfo, sto, sfo, theta
+
+
+def LoRa_refchirp(SF=7,fs=125e3,B=125e3):
+
+ N = 2**SF
+ n_os = int(fs//B)
+ N_os = N*n_os
+
+ Ts = 1/fs
+ T_symbol = n_os*2**SF*Ts
+
+ received = np.zeros(N_os , dtype=np.complex64)
+ time_refchirp = np.linspace(0,stop = T_symbol,num = N_os,endpoint=False)
+ upchirp = np.exp(2*1j*np.pi*B* ( (np.square(time_refchirp))/(2*T_symbol) - 0.5*time_refchirp ))
+
+ return upchirp
+
+###########################################################################
+
+def create_noise(lenVec = 0, var_noise = 0):
+
+ noise = np.random.normal(0, np.sqrt(var_noise*2.0)/2.0, size=(lenVec, 2))
+ noisy_signal = noise[:,0] + 1j* noise[:,1]
+
+ return noisy_signal
+
+def signal_power( var_noise=0, snr = []):
+ signal_pow = np.zeros((len(snr)))
+ for i,SNR in enumerate(snr):
+ snr_linear = 10 ** (snr[i] / 10)
+ signal_pow[i] = var_noise * snr_linear
+
+ return signal_pow
+
+###########################################################################
+
+def create_symbol_and_noise(snr_test, Ntrials_atSNR, noise_std, A, add_noise, fix_noise, noise_only, SF, NSF, N, Q, Ncore, Qcore, offset, fs, B, nonIdealRandom, theta, cfo, sto, sfo_ppm, symbolType="random"):
+ frac_fac = 2**Q
+ frac_fac_core = 2**Qcore
+ noise_var = 2*(noise_std**2)
+
+ Nsnr_test = len(snr_test)
+ snr = np.repeat(snr_test,repeats= Ntrials_atSNR)
+ Nsymbols = len(snr)
+ if isinstance(symbolType, int) :
+ symbols = np.ones(Nsymbols)*(symbolType%NSF)
+ elif symbolType == "upchirp":
+ symbols = np.zeros(Nsymbols)
+ else:
+ symbols = np.random.randint(0,NSF,Nsymbols) #32*np.ones(Nsymbols)
+
+ reshaped_symbols = np.reshape(symbols,newshape=(Nsnr_test,Ntrials_atSNR)).astype(int)
+
+ print("%i different SNRs will be tested"%Nsnr_test)
+ print("%i symbols will be demodulated"%len(symbols))
+ noise = create_noise(lenVec=Nsymbols*NSF*int(fs//B),var_noise=noise_var)
+ sig_pow = signal_power(var_noise=noise_var,snr=snr_test)
+ A_test = np.sqrt(sig_pow)
+ if fix_noise:
+ A = np.repeat(A_test,repeats= Ntrials_atSNR)
+ else:
+ A = A*np.ones(Nsymbols)
+
+
+ in_array= LoRa_modulate(symbols = symbols,SF=SF,fs=fs,B=B, nonIdealRandom=nonIdealRandom, theta=theta, cfo =cfo, sto =sto, sfo_ppm =sfo_ppm, A=A)
+ print(len(in_array))
+ if add_noise:
+ in_array = in_array +noise
+ if noise_only:
+ in_array = noise
+
+
+ downchirp = np.conjugate(LoRa_refchirp(SF=SF,fs=B,B=B))
+
+ initial_noise_var= np.var(noise)
+ print("Initial noise variance : %.3f "%initial_noise_var)
+ print("Initial noise std (real or imag) : %.3f\n"%np.std(np.real(noise)))
+
+ for i in range(Nsnr_test):
+ data = in_array[(i*Ntrials_atSNR*NSF) : ((i+1)*Ntrials_atSNR*NSF)]
+
+ all_data = np.array([np.real(data),np.imag(data)]).flatten()
+ max_in_array = np.max(all_data)
+ ratio_clipped = (np.shape(np.where(np.abs(all_data) >= 1))[1])/len(all_data)
+ data_std = np.std(all_data)
+
+ print("SNR [dB] : %i \t Std : %.2f \t Max val : %.2f \t Ratio clipping [%%]: %.4f"%(snr_test[i], data_std, max_in_array,100*ratio_clipped))
+
+ return initial_noise_var, noise_var, symbols, reshaped_symbols,downchirp, in_array
+
+
+###########################################################################
+
+def create_pureSymbol(A_test, Ntrials_at_A, SF, NSF, N, Q, Ncore, Qcore, offset, fs, B, nonIdealRandom, theta, cfo, sto, sfo_ppm):
+ frac_fac = 2**Q
+ frac_fac_core = 2**Qcore
+
+ Ntest = len(A_test)
+ snr = np.repeat(A_test, repeats= Ntrials_at_A)
+ Nsymbols = len(snr)
+ symbols = np.random.randint(0,NSF,Nsymbols) #32*np.ones(Nsymbols)
+
+ reshaped_symbols = np.reshape(symbols,newshape=(Ntest,Ntrials_at_A)).astype(int)
+
+ print("%i different amplitude will be tested"%Ntest)
+ print("%i symbols will be demodulated"%len(symbols))
+
+ A = np.repeat(A_test,repeats= Ntrials_at_A)
+
+ in_array = LoRa_modulate(symbols = symbols,SF=SF,fs=fs,B=B, nonIdealRandom=nonIdealRandom, theta=theta, cfo =cfo, sto =sto, sfo_ppm =sfo_ppm, A=A)
+
+ downchirp = np.conjugate(LoRa_refchirp(SF=SF,fs=fs,B=B))
+
+ for i in range(Ntest):
+ data = in_array[(i*Ntrials_at_A*NSF) : ((i+1)*Ntrials_at_A*NSF)]
+
+ all_data = np.array([np.real(data),np.imag(data)]).flatten()
+ ratio_clipped = (np.shape(np.where(np.abs(all_data) >= 1))[1])/len(all_data)
+ print("Pow [dB] : %i \t Ratio clipping [%%]: %.4f"%(20*np.log10(A_test[i]), 100*ratio_clipped))
+
+ return symbols, reshaped_symbols,downchirp, in_array
+
+###########################################################################
+
+def create_pureNoise(std_test, Ntrials_atStd, SF, NSF, N, Q, Ncore, Qcore, offset,fs, B):
+ frac_fac = 2**Q
+ frac_fac_core = 2**Qcore
+ noise_var = 2*(std_test**2)
+
+ Nstd = len(std_test)
+ noiseVar_vec = np.repeat(noise_var,repeats= Ntrials_atStd)
+
+ print("%i different SNRs will be tested"%Nstd)
+ print("%i symbols will be demodulated"%len(noiseVar_vec))
+
+ in_array = np.zeros((Ntrials_atStd*len(std_test)*NSF), dtype=np.complex64)
+ for i in range(Nstd):
+ in_array[i*Ntrials_atStd*NSF : (i+1)*Ntrials_atStd*NSF] = create_noise(lenVec=Ntrials_atStd*NSF,var_noise=noise_var[i])
+
+ downchirp = np.conjugate(LoRa_refchirp(SF=SF,fs=fs,B=B))
+
+ for i in range(Nstd):
+ data = in_array[(i*Ntrials_atStd*NSF) : ((i+1)*Ntrials_atStd*NSF)]
+
+ all_data = np.array([np.real(data),np.imag(data)]).flatten()
+ ratio_clipped = (np.shape(np.where(np.abs(all_data) >= 1))[1])/len(all_data)
+ data_std = np.std(all_data)
+
+ print("Std fixed : %.4f \t Std obs. : %.4f \t Ratio clipping [%%]: %.4f"%(std_test[i], data_std,100*ratio_clipped))
+
+ return noise_var, downchirp, in_array
+
+
+###########################################################################
+
+def quantify_downchirp(SF=7,fs=125e3,B=125e3,Ncore=16,Qcore=15,path_rtl_file="", signedMag = True):
+ NSF = 2**SF
+ n = np.arange(NSF)
+
+ downchirp = np.conjugate(LoRa_refchirp(SF=SF,fs=fs,B=B))
+
+ if signedMag :
+ downc_scaled, to_plot, downc_core = quantif_signedMag(downchirp,Ncore,Qcore,clip=0.999999999)
+ rtl_format = "'h"
+ else :
+ downc_scaled, to_plot, downc_core = quantif_twoComplement(downchirp,Ncore,Qcore,clip=((2**Qcore - 1))/(2**Qcore),round =True)
+ rtl_format = "'sh"
+
+
+ re = "parameter ["+str(Ncore-1)+":0] DOWNCHIRP_ARRAY_R [0:"+str((NSF//2)-1)+"] = {"
+ im = "parameter ["+str(Ncore-1)+":0] DOWNCHIRP_ARRAY_I [0:"+str((NSF//2)-1)+"] = {"
+ format = "%."+str(Ncore//4)+"x"
+ for i in range((NSF//2)-1):
+ re += (str(Ncore)+rtl_format+format+",")%(downc_core[2*i])
+ im += (str(Ncore)+rtl_format+format+",")%(downc_core[2*i+1])
+
+ re += (str(Ncore)+rtl_format+format+"};")%(downc_core[2*((NSF//2)-1)])
+ im += (str(Ncore)+rtl_format+format+"};")%(downc_core[2*((NSF//2)-1)+1])
+
+ with open(path_rtl_file, "w") as text_file:
+ text_file.write("%s\n\n" % re)
+ text_file.write("%s" % im)
+ text_file.close()
+ return downc_scaled, downc_core
+
+###########################################################################
+
+def quantify_downchirps(SF_min=7, SF_max=7,max_declared_SF=12,fs=125e3,B=125e3,Ncore=16,Qcore=15,path_rtl_file="", signedMag = True):
+
+ SFs = np.arange(SF_min,max_declared_SF+1,1)
+
+ with open(path_rtl_file, "w") as text_file:
+
+ for SF in SFs:
+ NSF = 2**SF
+ n = np.arange(NSF)
+
+ downchirp = np.conjugate(LoRa_refchirp(SF=SF,fs=fs,B=B))
+
+ if SF <= SF_max:
+ if signedMag :
+ downc_scaled, to_plot, downc_core = quantif_signedMag(downchirp,Ncore,Qcore,clip=0.999999999)
+ rtl_format = "'h"
+ else :
+ downc_scaled, to_plot, downc_core = quantif_twoComplement(downchirp,Ncore,Qcore,clip=((2**Qcore - 1))/(2**Qcore),round =True)
+ rtl_format = "'sh"
+
+
+ re = "parameter ["+str(Ncore-1)+":0] DOWNCHIRP_SF"+str(SF)+"_R [0:"+str((NSF//2)-1)+"] = {"
+ im = "parameter ["+str(Ncore-1)+":0] DOWNCHIRP_SF"+str(SF)+"_I [0:"+str((NSF//2)-1)+"] = {"
+ format = "%."+str(Ncore//4)+"x"
+ for i in range((NSF//2)-1):
+ re += (str(Ncore)+rtl_format+format+",")%(downc_core[2*i])
+ im += (str(Ncore)+rtl_format+format+",")%(downc_core[2*i+1])
+
+ re += (str(Ncore)+rtl_format+format+"};")%(downc_core[2*((NSF//2)-1)])
+ im += (str(Ncore)+rtl_format+format+"};")%(downc_core[2*((NSF//2)-1)+1])
+
+ text_file.write("%s\n" % re)
+ text_file.write("%s\n\n" % im)
+ else :
+ re = "parameter DOWNCHIRP_SF"+str(SF)+"_R = 0;"
+ im = "parameter DOWNCHIRP_SF"+str(SF)+"_I = 0;"
+ text_file.write("%s\n" % re)
+ text_file.write("%s\n\n" % im)
+
+
+ text_file.close()
+ return downc_scaled, downc_core
+###########################################################################
+def quantify_newTF(NFFT=128,Ncore=16,Qcore=15,path_rtl_file="", signedMag=True,divComplexCircle = 2,endPoint=False, clocked=False):
+ pointFFT=int(NFFT/divComplexCircle) + endPoint
+ n = np.arange(pointFFT)
+ TF = np.exp(-1j*2*np.pi*n/(NFFT))
+
+ if signedMag :
+ TF_scaled, to_plot, TF_core = quantif_signedMag(TF,Ncore,Qcore,clip = 0.99999999)
+ rtl_format = "'h"
+ else :
+ TF_scaled, to_plot, TF_core = quantif_twoComplement(TF,Ncore,Qcore,clip=((2**Qcore - 1))/(2**Qcore),round =True)
+ rtl_format = "'sh"
+
+ NbitsAddr = int(np.ceil(np.log2(pointFFT)))
+ print(NbitsAddr)
+ format_addr = "%."+str(int(np.ceil(NbitsAddr/4)))+"x"
+
+
+ buffer = ""
+ format = "%."+str((2*Ncore)//4)+"x"
+ for i in range(pointFFT):
+ buffer += ("\t\t\t"+str(NbitsAddr)+"'h"+format_addr+": DOUT <= "+str(2*Ncore)+rtl_format+format+";\n")%(int(n[i]),(2**Ncore)*TF_core[2*i] +TF_core[2*i+1])
+
+ if clocked:
+ with open(path_rtl_file, "w") as text_file:
+ text_file.write("module TF_newRom (\n")
+ text_file.write(" input [%i-1:0] ADDR,\n"%NbitsAddr)
+ text_file.write(" output reg [%i-1:0] DOUT, \n"%(2*Ncore))
+ text_file.write(" input CLK, \n")
+ text_file.write(" input RST \n")
+ text_file.write(");\n\n")
+ text_file.write("always @(posedge CLK or posedge RST) begin\n")
+ text_file.write("\tif (RST)\n")
+ text_file.write("\t\tDOUT <= 'b0;\n")
+ text_file.write("\telse\n")
+ text_file.write("\t\tcase (ADDR)\n")
+ text_file.write("%s" % buffer)
+ #text_file.write(("\t\tdefault : DOUT <= "+str(2*Ncore)+rtl_format+format+";\n")%(0))
+ text_file.write("\tendcase\n")
+ text_file.write("end\n")
+ text_file.write("endmodule\n")
+ text_file.close()
+ return TF_scaled, TF_core
+
+ else:
+ with open(path_rtl_file, "w") as text_file:
+ text_file.write("module TF_newRom (\n")
+ text_file.write(" input [%i-1:0] ADDR,\n"%NbitsAddr)
+ text_file.write(" output reg [%i-1:0] DOUT, \n"%(2*Ncore))
+ text_file.write(" input CLK, \n")
+ text_file.write(" input RST \n")
+ text_file.write(");\n\n")
+ text_file.write("always @(*) begin\n")
+ text_file.write("\tcase (ADDR)\n")
+ text_file.write("%s" % buffer)
+ text_file.write(("\tdefault : DOUT <= "+str(2*Ncore)+rtl_format+format+";\n")%(0))
+ text_file.write("\tendcase\n")
+ text_file.write("end\n")
+ text_file.write("endmodule\n")
+ text_file.close()
+ return TF_scaled, TF_core
+
+
+###########################################################################
+
+def quantify_twiddle_factor(NFFT=128,Ncore=16,Qcore=15,path_rtl_file="", signedMag=True,divComplexCircle = 2,endPoint=False):
+ pointFFT=int(NFFT/divComplexCircle) + endPoint
+ n = np.arange(pointFFT)
+ TF = np.exp(-1j*2*np.pi*n/(NFFT))
+
+ if signedMag :
+ TF_scaled, to_plot, TF_core = quantif_signedMag(TF,Ncore,Qcore,clip = 0.99999999)
+ rtl_format = "'h"
+ else :
+ TF_scaled, to_plot, TF_core = quantif_twoComplement(TF,Ncore,Qcore,clip=((2**Qcore - 1))/(2**Qcore),round =True)
+ rtl_format = "'sh"
+
+ re = "parameter ["+str(Ncore-1)+":0] TF_ARRAY_R [0:"+str(pointFFT-1)+"] = {"
+ im = "parameter ["+str(Ncore-1)+":0] TF_ARRAY_I [0:"+str(pointFFT-1)+"] = {"
+ format = "%."+str(Ncore//4)+"x"
+ for i in range(pointFFT-1):
+ re += (str(Ncore)+rtl_format+format+",")%(TF_core[2*i])
+ im += (str(Ncore)+rtl_format+format+",")%(TF_core[2*i+1])
+
+ re += (str(Ncore)+rtl_format+format+"};")%(TF_core[2*(pointFFT-1)])
+ im += (str(Ncore)+rtl_format+format+"};")%(TF_core[2*(pointFFT-1)+1])
+
+ with open(path_rtl_file, "w") as text_file:
+ text_file.write("%s\n\n" % re)
+ text_file.write("%s" % im)
+ text_file.close()
+ return TF_scaled, TF_core
+
+###########################################################################
+def quantify_fullTwiddle_factor(NFFT=128,Ncore=16,Qcore=15,path_rtl_file="", signedMag=True):
+ n = np.arange(int(NFFT))
+ TF = np.exp(-1j*2*np.pi*n/(NFFT))
+
+ if signedMag :
+ TF_scaled, to_plot, TF_core = quantif_signedMag(TF,Ncore,Qcore,clip = 0.99999999)
+ rtl_format = "'h"
+ else :
+ TF_scaled, to_plot, TF_core = quantif_twoComplement(TF,Ncore,Qcore,clip=((2**Qcore - 1))/(2**Qcore),round =True)
+ rtl_format = "'sh"
+
+ re = "parameter ["+str(Ncore-1)+":0] TF_ARRAY_R [0:"+str(NFFT-1)+"] = {"
+ im = "parameter ["+str(Ncore-1)+":0] TF_ARRAY_I [0:"+str(NFFT-1)+"] = {"
+ format = "%."+str(Ncore//4)+"x"
+ for i in range(NFFT-1):
+ re += (str(Ncore)+rtl_format+format+",")%(TF_core[2*i])
+ im += (str(Ncore)+rtl_format+format+",")%(TF_core[2*i+1])
+
+ re += (str(Ncore)+rtl_format+format+"};")%(TF_core[2*(NFFT-1)])
+ im += (str(Ncore)+rtl_format+format+"};")%(TF_core[2*(NFFT-1)+1])
+
+ with open(path_rtl_file, "w") as text_file:
+ text_file.write("%s\n\n" % re)
+ text_file.write("%s" % im)
+ text_file.close()
+ return TF_scaled, TF_core
+
+
+
+
+###########################################################################
+
+def launch_simu(fs=125e3,B=125e3,nonIdealRandom=False,theta=0,cfo=0,sto=0,sfo_ppm=0,SF_MAX=12,SF_MIN=6, SF= 6,add_noise = True,fix_noise = True,noise_only= False,
+ N= 12,Q =11,Ncore= 16,Qcore= 15,Nc=12,Qc=11,offset= 0,
+ noise_std=0.001, A=0.05,Ntrials_atSNR=2,snr_start=0,snr_stop=5,snr_step = 1,
+ path_workspace="",path_rtl="",dir_res_name="",
+ signedMag=1):
+ print("Are we using signed magnitude? %i"%signedMag)
+ ################################################################
+ #Prepare
+ ################################################################
+ Ts = 1 /fs
+ NSF = 2**SF
+ halfNSF = int(NSF/2)
+ snr_test = np.arange(start =snr_start,
+ stop =snr_stop,
+ step =snr_step)
+
+ ################################################################
+ #INPUT DATA GENERATION
+ ################################################################
+ initial_noise_var, noise_var, symbols, reshaped_symbols,downchirp, in_array= create_symbol_and_noise(snr_test, Ntrials_atSNR, noise_std, A, add_noise, fix_noise, noise_only, SF, NSF, N, Q, Ncore, Qcore, offset, fs, B, nonIdealRandom, theta, cfo, sto, sfo_ppm)
+ t= np.linspace(start = 0, stop=NSF*Ts, num=NSF, endpoint=False)
+ if signedMag:
+ in_scaled, to_plot, quantified = quantif_signedMag(in_array,N,Q)
+ else:
+ in_scaled, to_plot, quantified = quantif_twoComplement(in_array,N,Q)
+
+
+ format = "%."+str(N//4)+"x"
+ np.savetxt(path_workspace+"/testvec_files/wuRx_inputs.txt",quantified,fmt=format)
+ if signedMag:
+ inputs_real_mixed = read_IQ_outputs_interleaved(path_workspace+"/testvec_files/wuRx_inputs.txt",N)
+ else:
+ inputs_real_mixed = read_IQ_outputs_interleaved_2s(path_workspace+"/testvec_files/wuRx_inputs.txt",N)
+ ################################################################
+ #DOWNCHIRP AND TF
+ ################################################################
+ TF_scaled, TF_toCore = quantify_twiddle_factor(NFFT=NSF, Ncore=Nc,Qcore=Qc,path_rtl_file=path_rtl+"/fft_lib/TF_sim.inc", signedMag=signedMag)
+ quantify_twiddle_factor(NFFT=2**SF_MAX,Ncore=Nc,Qcore=Qc,path_rtl_file=path_rtl+"/fft_lib/TF_SFs_sim.inc", signedMag=signedMag)
+ downchirp_quant, downc_core = quantify_downchirp (SF=SF, fs=fs,B=B,Ncore=Nc,Qcore=Qc,path_rtl_file=path_rtl+"/dechirping/downchirp_sim.inc" , signedMag=signedMag)
+ quantify_downchirps(SF_min=SF_MIN,SF_max=SF_MAX,fs=fs,B=B,Ncore=Nc,Qcore=Qc,path_rtl_file=path_rtl+"/dechirping/downchirp_SFs_sim.inc" , signedMag=signedMag)
+
+ TF_full_quant = np.zeros(NSF, dtype =np.complex_)
+ TF_full_quant[0 :NSF//2] = TF_scaled[0:NSF//2]
+ TF_full_quant[NSF//2:NSF ] = -TF_scaled[0:NSF//2]
+ ################################################################
+ #SIMULATION RESULTS
+ ################################################################
+ # WITHOUT QUANTIZATION
+ simu_reshaped = np.reshape(in_array, newshape=(len(snr_test),Ntrials_atSNR,NSF))
+ simu_dechirped = simu_reshaped*downchirp
+ simu_FFT = fft(simu_dechirped,axis=2)
+ sim_PSD_woQ = np.abs(simu_FFT)
+ # WITH QUANTIZATION
+ in_reshaped = np.reshape(inputs_real_mixed, newshape=(len(snr_test),Ntrials_atSNR,NSF))
+ signal_dechirped = in_reshaped*downchirp_quant
+ signal_dechirped_quant = np.floor(np.real(signal_dechirped)/(2**Qc )) + 1j*np.floor(np.imag(signal_dechirped)/(2**Qc ))
+ signalFFT = fft((signal_dechirped_quant) /(2**Q ))
+ sim_PSD_wQ = np.abs(signalFFT)
+
+ signalHwPSD_R2p3 = np.zeros((len(snr_test),Ntrials_atSNR,NSF))
+ for i in range(0,len(snr_test),1):
+ for j in range(0,Ntrials_atSNR,1):
+ signalHwPSD_R2p3[i,j,:] = abs(dif_fft_2p3(signal_dechirped_quant[i,j,:] , TF_full_quant/(2**Qc), int(np.log2(NSF)) , rescaling = True, Qdata=Qcore)) /(2**(Q))
+
+
+ Dic_to_save = {"N": N, "Q":Q, "Ncore": Ncore, "Qcore": Qcore, "Nc": Nc, "Qc": Qc, "Offset": offset, "SF":SF,
+ "Ntrials" : Ntrials_atSNR, "SNR_tested": snr_test,
+ "res_woQ": sim_PSD_woQ, "res_wQ": sim_PSD_wQ, "res_emul": signalHwPSD_R2p3 }
+
+ scipy.io.savemat(path_workspace+"/"+dir_res_name+"/"+"N"+str(N)+"C"+str(Ncore)+"c"+str(Nc)+"_SF"+str(SF)+".mat", mdict=Dic_to_save)
+
+ return 1
+
+
+def add_HDL_res(path_workspace="",dir_res_name="",
+ N= 12,Q =11,Ncore= 16,Qcore= 15,Nc=12,Qc=11,offset= 0,SF = 6, signedMag = True):
+
+
+ resSim = scipy.io.loadmat(path_workspace+"/"+dir_res_name+"/"+"N"+str(N)+"C"+str(Ncore)+"c"+str(Nc)+"_SF"+str(SF)+".mat")
+ snr_test = resSim["SNR_tested"][0]
+ Ntrials_atSNR = resSim["Ntrials"][0][0]
+ sim_PSD_woQ = resSim["res_woQ"] [:]
+ sim_PSD_wQ = resSim["res_wQ"] [:]
+ signalHwPSD_R2p3 = resSim["res_emul"] [:]
+
+ NSF = 2**SF
+
+ outputs_core_mag = read_Mag_outputs(path_workspace+"/testvec_files/wuRx_outputs.txt",2*Ncore)
+ outputs_core_mag = bitreverse_reorder(outputs_core_mag,2**SF)
+ outputs_core_mag = np.sqrt(np.reshape(outputs_core_mag, newshape=(len(snr_test),Ntrials_atSNR,NSF))/(2**(Q+offset+offset+Q)))
+
+ rescale = read_rescaling(path_workspace+"/testvec_files/wuRx_rescale.txt")
+ rescale = np.reshape(rescale , newshape=(len(snr_test),Ntrials_atSNR))
+
+ outputs_resc = np.zeros(shape = np.shape(outputs_core_mag), dtype=np.float64)
+
+ if signedMag :
+ factor_scale = 1
+ else:
+ factor_scale = np.sqrt(2)
+
+ for i in range(0,len(snr_test)):
+ for j in range(0,Ntrials_atSNR):
+ outputs_resc[i,j,:] = np.abs(outputs_core_mag[i,j,:])*(factor_scale* 2**rescale[i,j])
+
+ Dic_to_save = {"N": N, "Q":Q, "Ncore": Ncore, "Qcore": Qcore, "Nc": Nc, "Qc": Qc, "Offset": offset, "SF":SF,
+ "Ntrials" : Ntrials_atSNR, "SNR_tested": snr_test,
+ "res_woQ": sim_PSD_woQ, "res_wQ": sim_PSD_wQ , "res_emul": signalHwPSD_R2p3 , "res_HDL": outputs_resc }
+
+ scipy.io.savemat(path_workspace+"/"+dir_res_name+"/Res_"+"N"+str(N)+"C"+str(Ncore)+"c"+str(Nc)+"_SF"+str(SF)+".mat", mdict=Dic_to_save)
+
+
+ return 1
+
+
+
+################################################################
+#Plot Freq rep
+################################################################
+
+def plot_time(sig_list, label_list, fs):
+ plt.figure()
+ for sig,label in zip(sig_list, label_list):
+ plt.plot(np.arange(0,sig.shape[-1])/fs,sig,'.-',label=label)
+
+ plt.xlabel("Time [s]")
+ plt.ylabel("Amplitude")
+ plt.legend()
+ plt.draw()
+
+def plot_freq(sig_list, label_list, fs, os=1, f_lim=None ):
+ f,ax = plt.subplots(2,1,sharex=True)
+ for sig,label in zip(sig_list, label_list):
+ freq = fftshift(fftfreq(sig.shape[-1]*os))*fs/1000
+ H = fftshift(fft(sig,n=sig.shape[-1]*os))
+ ax[0].plot(freq,20*np.log10(np.abs(H)),label=label)
+ ax[1].plot(freq,np.rad2deg(np.angle(H)),label=label)
+
+ ax[0].set_ylim([-100, 10])
+ ax[0].set_ylabel("Modulus (dB)")
+ ax[0].set_ylim(-120, 20)
+ if f_lim is not None:
+ ax[0].set_xlim(-f_lim/1000, f_lim/1000)
+ ax[1].set_xlim(-f_lim/1000, f_lim/1000)
+ ax[1].set_ylabel("Phase (deg)")
+ ax[1].set_xlabel("Frequency [kHz]")
+ plt.legend()
+ plt.draw()
+
+
+
+################################################################
+#HARDWARE EMULATION OF FFT
+################################################################
+
+################################################################
+#HARDWARE EMULATION OF FFT
+################################################################
+
+def bracewell_buneman(xarray, length, log2length):
+ '''
+ bracewell-buneman bit reversal function
+ inputs: xarray is array; length is array length; log2length=log2(length).
+ output: bit reversed array xarray.
+ '''
+ muplus = int((log2length+1)//2)
+ mvar = 1
+ reverse = np.zeros(length, dtype = int)
+ upper_range = muplus+1
+ for _ in np.arange(1, upper_range):
+ for kvar in np.arange(0, mvar):
+ tvar = 2*reverse[kvar]
+ reverse[kvar] = tvar
+ reverse[kvar+mvar] = tvar+1
+ mvar = mvar+mvar
+ if (log2length & 0x01):
+ mvar = mvar//2
+ for qvar in np.arange(1, mvar):
+ nprime = qvar-mvar
+ rprimeprime = reverse[qvar]*mvar
+ for pvar in np.arange(0, reverse[qvar]):
+ nprime = nprime+mvar
+ rprime = rprimeprime+reverse[pvar]
+ temp = xarray[nprime]
+ xarray[nprime] = xarray[rprime]
+ xarray[rprime] = temp
+ return xarray
+
+def dif_fft0 (xarray, twiddle, log2length,rescaling = False, Qdata = 12, verbose=False, rounding=False):
+ '''
+ radix-2 dif fft
+ '''
+ if rounding:
+ scale_f =lambda x:np.round(x)
+ else:
+ scale_f =lambda x:np.floor(x)
+
+ xarray = xarray.astype(np.complex_)
+ b_p = 1
+ rescale = 0
+ nvar_p = xarray.size
+ twiddle_step_size = 1
+ for _ in range(0, log2length): # pass loop
+ nvar_pp = int(nvar_p//2)
+ base_e = 0
+ for _ in range(0, b_p): # block loop
+ base_o = base_e+nvar_pp
+ for nvar in range(0, nvar_pp): # butterfly loop
+ evar = xarray[base_e+nvar]+xarray[base_o+nvar]
+ twiddle_factor = nvar*twiddle_step_size
+ ovar = (xarray[base_e+nvar] \
+ -xarray[base_o+nvar])*twiddle[twiddle_factor]
+ xarray[base_e+nvar] = evar
+ xarray[base_o+nvar] = ovar
+ base_e = base_e+nvar_p
+
+ if rescaling:
+ scaling_val = max(0, np.ceil( np.log2( max(np.max(np.abs(np.real(xarray[:]))), np.max(np.abs(np.imag(xarray[:]))))/(2**Qdata) ) ))
+ rescale = rescale + scaling_val
+ xarray[:] = ( scale_f(np.real(xarray[:])/ (2**scaling_val) ) + 1j*scale_f(np.imag(xarray[:])/ (2**scaling_val) ) )
+
+ b_p = b_p*2
+ nvar_p = nvar_p//2
+ twiddle_step_size = 2*twiddle_step_size
+
+ if rescaling:
+ if verbose:
+ print("Rescale required : %i"%(2**rescale))
+ xarray = bracewell_buneman(xarray*(2**rescale), xarray.size, log2length)
+ return xarray
+
+def bf16_R2p4_wTF(arr16, TF, n,rescaling,scale_f):
+ c1 = 0.70703125 - 1j*0.70703125
+ c2 =-0.70703125 - 1j*0.70703125
+ c3 = 0.923828125- 1j*0.3828125
+ c4 = 0.3828125 - 1j*0.923828125
+ c5 =-0.3828125 - 1j*0.923828125
+ c6 =-0.923828125- 1j*0.3828125 #
+ TF0 = np.array([ 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,-1j,-1j,-1j,-1j])
+ TF1 = np.array([ 1, 1, 1, 1, 1, 1,-1j,-1j, 1, 1, c1, c1, 1, 1, c2, c2])
+ TF2 = np.array([ 1, 1, 1,-1j, 1, c1, 1, c2, 1, c3, 1, c5, 1, c4, 1, c6])
+ TFi = np.array([ 0, 8, 4, 12, 2, 10, 6, 14, 1, 9, 5, 13, 3, 11, 7, 15])
+ base = 0
+ for i in range(8):
+ a = arr16[i]
+ b = arr16[i+8]
+ arr16[i] = (a+b) *TF0[i]
+ arr16[i+8] = (a-b) *TF0[i+8]
+
+ if rescaling:
+ arr16 = scale_f(np.real(arr16))+ 1j*scale_f(np.imag(arr16))
+
+ for i in range(2):
+ for j in range(4):
+ a = arr16[i*8 + j]
+ b = arr16[i*8 + j +4]
+ arr16[i*8 + j] = (a+b) *TF1[i*8 + j]
+ arr16[i*8 + j +4] = (a-b) *TF1[i*8 + j + 4]
+
+ if rescaling:
+ arr16 = scale_f(np.real(arr16))+ 1j*scale_f(np.imag(arr16))
+
+ for i in range(4):
+ for j in range(2):
+ a = arr16[i*4 + j]
+ b = arr16[i*4 + j +2]
+ arr16[i*4 + j] = (a+b) *TF2[i*4 + j]
+ arr16[i*4 + j +2] = (a-b) *TF2[i*4 + j + 2]
+
+ if rescaling:
+ arr16 = scale_f(np.real(arr16))+ 1j*scale_f(np.imag(arr16))
+
+ for i in range(8):
+ a = arr16[i*2]
+ b = arr16[i*2+1]
+ arr16[i*2] = (a+b) *TF[n*TFi[i*2]]
+ arr16[i*2+1] = (a-b) *TF[n*TFi[i*2+1]]
+
+ if rescaling:
+ arr16 = scale_f(np.real(arr16))+ 1j*scale_f(np.imag(arr16))
+
+ return arr16
+
+def bf8_R2p3_wTF(arr8, TF, n,rescaling,scale_f):
+ c1 = 0.70703125 - 1j*0.70703125
+ c2 =-0.70703125 - 1j*0.70703125
+ TF0 = np.array([ 1, 1, 1, 1, 1, 1, -1j,-1j])
+ TF1 = np.array([ 1, 1, 1,-1j, 1, c1, 1, c2])
+ TFi = np.array([ 0, 4, 2, 6, 1, 5, 3, 7])
+ base = 0
+ for i in range(4):
+ a = arr8[i]
+ b = arr8[i+4]
+ arr8[i] = (a+b) *TF0[i]
+ arr8[i+4] = (a-b) *TF0[i+4]
+
+ if rescaling:
+ arr8 = scale_f(np.real(arr8))+ 1j*scale_f(np.imag(arr8))
+
+ for i in range(2):
+ for j in range(2):
+ a = arr8[i*4 + j]
+ b = arr8[i*4 + j +2]
+ arr8[i*4 + j] = (a+b) *TF1[i*4 + j]
+ arr8[i*4 + j +2] = (a-b) *TF1[i*4 + j + 2]
+
+ if rescaling:
+ arr8 = scale_f(np.real(arr8))+ 1j*scale_f(np.imag(arr8))
+
+ for i in range(4):
+ a = arr8[i*2]
+ b = arr8[i*2+1]
+ arr8[i*2] = (a+b) *TF[n*TFi[i*2]]
+ arr8[i*2+1] = (a-b) *TF[n*TFi[i*2+1]]
+
+ if rescaling:
+ arr8 = scale_f(np.real(arr8))+ 1j*scale_f(np.imag(arr8))
+ return arr8
+
+
+
+def bf4_R2p2_wTF(arr4, TF, n,rescaling,scale_f):
+ TF0 = np.array([ 1, 1, 1,-1j])
+ TFi = np.array([ 0, 2, 1, 3])
+ base = 0
+ for i in range(2):
+ a = arr4[i]
+ b = arr4[i+2]
+ arr4[i] = (a+b) *TF0[i]
+ arr4[i+2] = (a-b) *TF0[i+2]
+
+ if rescaling:
+ arr4 = scale_f(np.real(arr4))+ 1j*scale_f(np.imag(arr4))
+
+ for i in range(2):
+ a = arr4[i*2]
+ b = arr4[i*2+1]
+ arr4[i*2] = (a+b) *TF[n*TFi[i*2]]
+ arr4[i*2+1] = (a-b) *TF[n*TFi[i*2+1]]
+
+ if rescaling:
+ arr4 = scale_f(np.real(arr4))+ 1j*scale_f(np.imag(arr4))
+ return arr4
+
+
+def bf2_wTF(arr2, TF, n,rescaling,scale_f):
+ a = arr2[0]
+ b = arr2[1]
+ arr2[0] = (a + b)
+ arr2[1] = (a - b) *TF[n]
+
+ if rescaling:
+ arr2 = scale_f(np.real(arr2))+ 1j*scale_f(np.imag(arr2))
+ return arr2
+
+
+
+
+def dif_fft_2pk (xarray, twiddle, log2length,P = 2,rescaling = False, Qdata = 12, rounding=False, write_res_stg = False, path_res_stg="./path_res_stg", verbose=False):
+ '''
+ radix-2 dif fft
+ '''
+ if rounding:
+ scale_f =lambda x:np.round(x)
+ else:
+ scale_f =lambda x:np.floor(x)
+ '''
+ radix-2 dif fft
+ '''
+ remaining_stages = log2length
+ nstg_perf = P
+ radix = int(2**P)
+ perf_stg = P
+ rem_2stage= log2length
+ NFFT = 2**log2length
+
+ xarray = xarray.astype(np.complex_)
+ b_p = 1
+ rescale = 0
+ nvar_p = xarray.size
+ twiddle_step_size = 1
+
+ if write_res_stg:
+ text_file = open(path_res_stg, "w")
+
+ while (rem_2stage != 0):
+ #print("Perf stage %i" %perf_stg)
+ nvar_pp = int(nvar_p//radix)
+ base_e = 0
+
+ rem_2stage = rem_2stage - perf_stg
+ if rem_2stage ==0 :
+ twiddle = np.ones(NFFT//2)
+
+ for b in range(0, b_p): # block loop
+
+ for nvar in range(0, nvar_pp): # butterfly loop
+
+ base = base_e + nvar
+ if perf_stg == 4:
+ index_data = np.arange(start=base, stop=base+nvar_pp*(radix), step=nvar_pp)
+ xarray[index_data] = bf16_R2p4_wTF(arr16= xarray[index_data],TF=twiddle,n=nvar*b_p, rescaling=rescaling,scale_f=scale_f)
+ elif perf_stg == 3:
+ index_data = np.arange(start=base, stop=base+nvar_pp*(radix), step=nvar_pp)
+ xarray[index_data] = bf8_R2p3_wTF(arr8= xarray[index_data],TF=twiddle,n=nvar*b_p,rescaling=rescaling, scale_f=scale_f)
+ elif perf_stg == 2:
+ index_data = np.arange(start=base, stop=base+nvar_pp*(radix), step=nvar_pp)
+ xarray[index_data] = bf4_R2p2_wTF(arr4= xarray[index_data],TF=twiddle,n=nvar*b_p,rescaling=rescaling, scale_f=scale_f)
+ elif perf_stg == 1:
+ index_data = np.arange(start=base, stop=base+nvar_pp*(radix), step=nvar_pp)
+ xarray[index_data] = bf2_wTF(arr2= xarray[index_data],TF=twiddle,n=nvar*b_p, rescaling=rescaling,scale_f=scale_f)
+
+ if write_res_stg:
+ for i in index_data:
+ text_file.write("%10.0f \t %10.0f\n" %((xarray[i]).real,(xarray[i]).imag))
+
+ base_e = base_e+nvar_p
+
+ if rescaling:
+ scaling_val = max(0, np.ceil( np.log2( max(np.max(np.abs(np.real(xarray[:]))), np.max(np.abs(np.imag(xarray[:]))))/(2**Qdata) ) ))
+ rescale = rescale + scaling_val
+ xarray[:] = (scale_f(np.real(xarray[:])/ (2**scaling_val))) + 1j*(scale_f(np.imag(xarray[:])/ (2**scaling_val)))
+
+ b_p = b_p*radix
+ nvar_p = nvar_p//radix
+ perf_stg = min(P,rem_2stage)
+ radix = int(2**perf_stg)
+ if write_res_stg:
+ text_file.write("############# REM STAGE %i ###########\n"%rem_2stage)
+
+ if rescaling:
+ if verbose:
+ print("Rescale required : %i"%(2**rescale))
+ xarray = bracewell_buneman(xarray*(2**rescale), xarray.size, log2length)
+ return xarray
+
+
+
+
+def arm_cfft_emul (xarray, twiddle, log2length, Qdata = 12, rounding=False,write_res_stg = False, path_res_stg="./path_res_stg", verbose=False):
+ '''
+ radix-2 dif fft
+ '''
+ if rounding:
+ scale_f =lambda x:np.round(x)
+ else:
+ scale_f =lambda x:np.floor(x)
+
+ P = 2
+ remaining_stages = log2length
+ nstg_perf = P
+ radix = int(2**P)
+ perf_stg = P
+ rem_2stage= log2length
+ NFFT = 2**log2length
+
+ xarray = xarray.astype(np.complex_)
+ b_p = 1
+ rescale = 0
+ nvar_p = xarray.size
+ twiddle_step_size = 1
+ scale = 4
+
+ if write_res_stg:
+ text_file = open(path_res_stg, "w")
+
+ xarray[:] = (scale_f(np.real(xarray[:]))/ 2 )+ 1j*(scale_f(np.imag(xarray[:]))/ 2 )
+
+ while (rem_2stage != 0):
+ #print("Perf stage %i" %perf_stg)
+ nvar_pp = int(nvar_p//radix)
+ base_e = 0
+
+ rem_2stage = rem_2stage - perf_stg
+ if rem_2stage ==0 :
+ scale = perf_stg
+ twiddle = np.ones(NFFT//2)
+
+ for b in range(0, b_p): # block loop
+
+ for nvar in range(0, nvar_pp): # butterfly loop
+
+ base = base_e + nvar
+
+ if perf_stg == 2:
+ index_data = np.arange(start=base, stop=base+nvar_pp*(radix), step=nvar_pp)
+ xarray[index_data] = bf4_R2p2_wTF(arr4= xarray[index_data],TF=twiddle,n=nvar*b_p,rescaling=True,scale_f=scale_f)
+ elif perf_stg == 1:
+ index_data = np.arange(start=base, stop=base+nvar_pp*(radix), step=nvar_pp)
+ xarray[index_data] = bf2_wTF(arr2= xarray[index_data],TF=twiddle,n=nvar*b_p,rescaling=True,scale_f=scale_f)
+
+ if write_res_stg:
+ for i in index_data:
+ text_file.write("%10.0f \t %10.0f\n" %((xarray[i]).real,(xarray[i]).imag))
+
+ base_e = base_e+nvar_p
+
+ xarray[:] = (scale_f(np.real(xarray[:])/ scale )) + 1j*(scale_f(np.imag(xarray[:])/ scale) )
+
+ b_p = b_p*radix
+ nvar_p = nvar_p//radix
+ perf_stg = min(P,rem_2stage)
+ radix = int(2**perf_stg)
+ if write_res_stg:
+ text_file.write("############# REM STAGE %i ###########\n"%rem_2stage)
+
+ xarray = bracewell_buneman(xarray, xarray.size, log2length)
+ return xarray
+
+
+
diff --git a/wuRx_packet.ipynb b/wuRx_packet.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..372f5e304e5966796401fad42e3f110bc0f95c5e
--- /dev/null
+++ b/wuRx_packet.ipynb
@@ -0,0 +1,876 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "3202ec29",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "\n",
+ "\n",
+ "import os\n",
+ "import sys\n",
+ "import numpy as np\n",
+ "import matplotlib\n",
+ "import scipy.io\n",
+ "import matplotlib.pyplot as plt\n",
+ "from matplotlib import ticker, cm\n",
+ "from matplotlib.colors import LogNorm\n",
+ "from matplotlib.ticker import (AutoMinorLocator, MultipleLocator)\n",
+ "import importlib\n",
+ "import random\n",
+ "from scipy import signal\n",
+ "from scipy.fft import fft, fftfreq, fftshift\n",
+ "from scipy.stats import chi2, ncx2, bernoulli, binom, ncf, norm\n",
+ "from scipy.signal import firwin, firwin2\n",
+ "from scipy import special\n",
+ "\n",
+ "\n",
+ "from wuRx_lib import *"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 26,
+ "id": "438114f6",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def floorc (x):\n",
+ " return (np.floor(np.real(x)) +1j*np.floor(np.imag(x)))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "9c98d20d",
+ "metadata": {},
+ "source": [
+ "# Parameters"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 50,
+ "id": "d129b2f7",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "21.3125\n"
+ ]
+ }
+ ],
+ "source": [
+ "ovs = 16\n",
+ "sto_test = 21.0 + 5/ovs\n",
+ "cfo = 0.0 + 0/ovs\n",
+ "\n",
+ "bypassFilter = True\n",
+ "print(sto_test)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "19f805cf",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "Nup = 5\n",
+ "Ndown = 2.25"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 51,
+ "id": "c664b431",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "network_id = np.array([41, 8])\n",
+ "symbols = np.array([10,15,25])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 73,
+ "id": "e6ad63f4",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "21.4375\n"
+ ]
+ }
+ ],
+ "source": [
+ "fs=125e3 * ovs\n",
+ "Ts = 1 /fs\n",
+ "B=125e3 \n",
+ "nonIdealRandom=False \n",
+ "theta=np.pi/6 \n",
+ "sfo_ppm =0 \n",
+ "\n",
+ "signedMag = False\n",
+ "\n",
+ "SF= 6\n",
+ "SF_MAX= 12\n",
+ "SF_MIN= 4\n",
+ "\n",
+ "NSF = 2**SF\n",
+ "halfNSF = int(NSF/2)\n",
+ "##########################\n",
+ "# Precision parameters\n",
+ "##########################\n",
+ "# Input number of bits (from ADC)\n",
+ "N= 12\n",
+ "Q= 11\n",
+ "# Offset applied before dechirping\n",
+ "offset= 0\n",
+ "# Dechirped number of bits \n",
+ "Ncore= 12\n",
+ "Qcore= 11\n",
+ "# Constant number of bits (downchirp and TF)\n",
+ "Nc= 12\n",
+ "Qc= 11\n",
+ "# Output number of bits\n",
+ "No= 16\n",
+ "Qo= 15\n",
+ "\n",
+ "add_noise = False\n",
+ "fix_noise = True\n",
+ "noise_only= False\n",
+ "###################\n",
+ "noise_std = 0.1\n",
+ "A = 0.5\n",
+ "###################\n",
+ "\n",
+ "\n",
+ "snr_test = np.array([-4])\n",
+ "\n",
+ "\n",
+ "send_downchirp = False\n",
+ "\n",
+ "init_offset_r = 0\n",
+ "init_offset_i = 0\n",
+ "\n",
+ "delay_input_start = 2\n",
+ "sto = (delay_input_start/ovs)+(not bypassFilter)*0.5+sto_test\n",
+ "print(sto)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "52ae8c51",
+ "metadata": {},
+ "source": [
+ "# Input data Generation"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 75,
+ "id": "f096fedd",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def generate_packet(Nup=1, Ndown=1,network_id=[],symbols=[],SF=7,fs=125e3,B=125e3, theta=0, cfo =0, sto =0, A=1):\n",
+ " N = 2**SF\n",
+ " n_os = int(fs//B)\n",
+ " N_os = N*n_os\n",
+ "\n",
+ " Ts = 1/fs\n",
+ "\n",
+ " T_symbol = n_os*2**SF*Ts\n",
+ "\n",
+ " polyphase = -int(np.round(sto*n_os))\n",
+ "\n",
+ " Nup_sample = int(np.round(n_os*Nup *N))\n",
+ " Ndown_sample = int(np.round(n_os*Ndown *N))\n",
+ "\n",
+ " N_symb = len(symbols)\n",
+ " N_network_id = len(network_id)\n",
+ " N_sample = Nup_sample+Ndown_sample+(N_symb+N_network_id)*N_os\n",
+ " N_sample_padded = N_sample+np.abs(polyphase)\n",
+ "\n",
+ " signal = np.zeros((N_sample_padded), dtype =np.complex_)\n",
+ "\n",
+ " time_upchirp = np.linspace(0,stop = N_os*Ts,num = N_os,endpoint=False)\n",
+ " time_symbols = np.linspace(0,stop = N_sample_padded*Ts,num = N_sample_padded,endpoint=False) \n",
+ " upchirp_ref = A*np.exp(2*1j*np.pi*B* ( (np.square(time_upchirp))/(2*T_symbol) - 0.5*(time_upchirp) ))\n",
+ "\n",
+ " index=0\n",
+ "\n",
+ " Nup_sample_count= Nup_sample\n",
+ " while(Nup_sample_count>0):\n",
+ " if(Nup_sample_count >= N_os):\n",
+ " signal[index : index+N_os] = upchirp_ref\n",
+ " index+= N_os\n",
+ " Nup_sample_count -= N_os\n",
+ " else : \n",
+ " signal[index : index+Nup_sample_count] = upchirp_ref[:Nup_sample_count]\n",
+ " index+= Nup_sample_count\n",
+ " Nup_sample_count = 0\n",
+ "\n",
+ " for i, nid in enumerate(network_id): \n",
+ " signal[index+ i*N_os : index + (i+1)*N_os] = np.roll(upchirp_ref,-n_os*nid)\n",
+ " index += N_network_id*N_os\n",
+ "\n",
+ " Ndown_sample_count= Ndown_sample\n",
+ " downchirp = np.conjugate(upchirp_ref)\n",
+ " while(Ndown_sample_count>0):\n",
+ " if(Ndown_sample_count >= N_os):\n",
+ " signal[index : index+N_os] = downchirp\n",
+ " index += N_os\n",
+ " Ndown_sample_count -= N_os\n",
+ " else : \n",
+ " signal[index : index+Ndown_sample_count] = downchirp[:Ndown_sample_count]\n",
+ " index += Ndown_sample_count\n",
+ " Ndown_sample_count =0\n",
+ "\n",
+ " for i, symb in enumerate(symbols): \n",
+ " signal[index+ i*N_os : index + (i+1)*N_os] = np.roll(upchirp_ref,-n_os*symb)\n",
+ "\n",
+ " upchirp_cfo_theta = A* signal * np.exp(1j*theta) * np.exp(2*1j*np.pi*B* time_symbols*(cfo)/N)\n",
+ "\n",
+ " upchirp_cfo_theta_sto = np.roll(upchirp_cfo_theta, polyphase)\n",
+ " return upchirp_cfo_theta_sto[:N_sample]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 76,
+ "id": "0fbd0452",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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+ "text/plain": [
+ "<Figure size 2000x400 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 2000x400 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "in_array = generate_packet(Nup=Nup, Ndown=Ndown,network_id=network_id,symbols=symbols,SF=SF,fs=fs,B=B, theta=theta, cfo =cfo, sto =sto, A=A)\n",
+ "\n",
+ "t= np.linspace(start = 0, stop=NSF*Ts, num=NSF, endpoint=False)\n",
+ "\n",
+ "in_array = (np.real(in_array) + init_offset_r/(2**Q)) +1j* (np.imag(in_array) + init_offset_i/(2**Q))\n",
+ "downchirp = np.conjugate(LoRa_refchirp(SF=SF,fs=B,B=B))\n",
+ "\n",
+ "if send_downchirp:\n",
+ " in_array = np.conjugate(in_array)\n",
+ " downchirp= np.conjugate(downchirp)\n",
+ "\n",
+ "plot_in = True \n",
+ "if plot_in:\n",
+ " figsize=(20,4)\n",
+ " plt.figure(figsize=figsize)\n",
+ " plt.plot(np.arange(len(in_array)),np.real(in_array), color = \"orange\", label = \"Real\")\n",
+ " plt.plot(np.arange(len(in_array)),np.imag(in_array), color = \"red\" , label = \"Imag\")\n",
+ " plt.title(\"Input vector\")\n",
+ " plt.xlabel(\"Time\")\n",
+ " plt.ylabel(\"Amplitude\")\n",
+ "\n",
+ "in_scaled, to_plot, quantified = quantif_signedMag(in_array,N,Q)\n",
+ "in_sca , to_p , quantif = quantif_twoComplement(in_array,N,Q)\n",
+ "\n",
+ "format = \"%.\"+str(N//4)+\"x\"\n",
+ "if signedMag:\n",
+ " np.savetxt(\"testvec_files/wuRx_inputs.txt\",quantified,fmt=format)\n",
+ " inputs_real_mixed = read_IQ_outputs_interleaved(\"testvec_files/wuRx_inputs.txt\",N)\n",
+ "else:\n",
+ " np.savetxt(\"testvec_files/wuRx_inputs.txt\",quantif ,fmt=format)\n",
+ " inputs_real_mixed = read_IQ_outputs_interleaved_2s (\"testvec_files/wuRx_inputs.txt\",N)\n",
+ "\n",
+ "\n",
+ "if plot_in:\n",
+ " figsize=(20,4)\n",
+ " plt.figure(figsize=figsize)\n",
+ " real_part = np.real(inputs_real_mixed)\n",
+ " imag_part = np.imag(inputs_real_mixed)\n",
+ " plt.plot(np.arange(len(real_part)),real_part, color = \"orange\", label = \"Real\", marker=\".\")\n",
+ " plt.plot(np.arange(len(real_part)),imag_part, color = \"red\" , label = \"Imag\", marker=\".\")\n",
+ " plt.plot(np.arange(len(real_part)),np.ones(len(real_part))*np.mean(real_part), color = \"orange\", linestyle =\"dotted\" , label = \"Real\")\n",
+ " plt.plot(np.arange(len(real_part)),np.ones(len(real_part))*np.mean(imag_part), color = \"red\" , linestyle =\"dotted\" , label = \"Imag\")\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 77,
+ "id": "c5e87c31",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "(1-0j)\n",
+ "(-0.9987954562051724+0.04906767432741841j)\n"
+ ]
+ }
+ ],
+ "source": [
+ "TF_scaled, TF_toCore= quantify_twiddle_factor(NFFT=NSF,Ncore=Nc,Qcore=Qc,path_rtl_file=\"./rtl_files/TF_sim.inc\", signedMag=signedMag)\n",
+ "quantify_twiddle_factor(NFFT=2**SF_MAX,Ncore=Nc,Qcore=Qc,path_rtl_file=\"./rtl_files/TF_SFs_sim.inc\", signedMag=signedMag)\n",
+ "format = \"%.\"+str(Nc//4)+\"x\"\n",
+ "np.savetxt(\"testvec_files/twiddleFactor.txt\",TF_toCore,fmt=format)\n",
+ "twiddleFactor_f = np.zeros(NSF, dtype =np.complex_)\n",
+ "twiddleFactor_f[0 :NSF//2] = TF_scaled[0:NSF//2]\n",
+ "twiddleFactor_f[NSF//2:NSF ] = -TF_scaled[0:NSF//2]\n",
+ "\n",
+ "downc_iq_file, downc_core = quantify_downchirp (SF=SF, fs=B,B=B,Ncore=Nc,Qcore=Qc,path_rtl_file=\"./rtl_files/downchirp_sim.inc\" , signedMag=signedMag)\n",
+ "quantify_downchirps(SF_min=SF_MIN,SF_max=SF_MAX,fs=fs,B=B,Ncore=Nc,Qcore=Qc,path_rtl_file=\"./rtl_files/downchirp_SFs_sim.inc\", signedMag=signedMag )\n",
+ "format = \"%.\"+str(Nc//4)+\"x\"\n",
+ "np.savetxt(\"testvec_files/downchirp.txt\",downc_core,fmt=format)\n",
+ "\n",
+ "print(downchirp[0])\n",
+ "print(downchirp[1])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 78,
+ "id": "a6f2df2c",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "if send_downchirp:\n",
+ " downc_iq_file = np.conjugate(downc_iq_file)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 79,
+ "id": "9fd9c022",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "in_array_del = np.insert(in_array , np.zeros(delay_input_start, dtype=np.int32), np.zeros(delay_input_start))[:len(in_array)]\n",
+ "inputs_real_mixed_del = np.insert(inputs_real_mixed, np.zeros(delay_input_start, dtype=np.int32), np.zeros(delay_input_start))[:len(inputs_real_mixed)]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 80,
+ "id": "654428c4",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "offset_r = 0\n",
+ "offset_i = 0\n",
+ "\n",
+ "inputs_real_mixed_off = (np.real(inputs_real_mixed_del) + offset_r) +1j* (np.imag(inputs_real_mixed_del) + offset_i)\n",
+ "in_array_off = (np.real(in_array_del) + offset_r/(2**Q)) +1j* (np.imag(in_array_del) + offset_i/(2**Q))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "1417a935",
+ "metadata": {},
+ "source": [
+ "## Simulation of FFT results"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 81,
+ "id": "7e942c8b",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "est_sto = 0#4\n",
+ "factorScale = 1\n",
+ "\n",
+ "#in_array_off_R = in_array_off [est_sto::ovs]/factorScale"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 82,
+ "id": "025210e2",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Hello\n"
+ ]
+ }
+ ],
+ "source": [
+ "if bypassFilter:\n",
+ " in_array_off_R = in_array_off[est_sto::ovs]/factorScale\n",
+ " inputs_real_mixed_off_R = inputs_real_mixed_off[est_sto::ovs]/factorScale\n",
+ " print(\"Hello\")\n",
+ "else :\n",
+ " in_array_off_ext = np.roll(np.append(in_array_off,np.zeros(len(taps)-1)),est_sto)\n",
+ " in_array_off_filt= scipy.signal.correlate(in_array_off_ext,taps,mode=\"valid\",method='auto')\n",
+ " in_array_off_R = in_array_off_filt[::ovs]\n",
+ "\n",
+ " inputs_real_mixed_off_ext = np.roll(np.append(inputs_real_mixed_off,np.zeros(len(taps_q)-1)),est_sto)\n",
+ " inputs_real_mixed_off_filt= scipy.signal.correlate(inputs_real_mixed_off_ext,taps_q/(2**q_bits),mode=\"valid\",method='direct')\n",
+ " inputs_real_mixed_off_R = inputs_real_mixed_off_filt[::ovs]\n",
+ "\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 83,
+ "id": "a5fad2cf",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "use_twiddle = True\n",
+ "stoEstBinEval = 1\n",
+ "\n",
+ "correct_lsto_idx = [100]\n",
+ "correct_fsto_idx = [1,8]\n",
+ "net_ID_idx = [4,5]\n",
+ "downchirp_dem_idx= [6,7]\n",
+ "estimate_l_idx = [7]\n",
+ "\n",
+ "downchirp_quantity = 2.25"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "3d3277c3",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def estimate_fsto(NSF, datam1,data0,datap1, maxIdx ):\n",
+ " M_est = NSF - maxIdx\n",
+ "\n",
+ " twiddle = np.exp(-1j*2*np.pi*M_est/NSF)\n",
+ " twiddleC = np.exp( 1j*2*np.pi*M_est/NSF)\n",
+ " return - np.real( (twiddleC*datap1 - twiddle*datam1) / (2*data0 - twiddleC*datap1 - twiddle*datam1))\n",
+ " \n",
+ " "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "bc0698e4",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def estimate_L(NSF, sup, sdown ):\n",
+ " k = (sup + sdown) %NSF\n",
+ " if k < int(NSF//2):\n",
+ " Lcfo = k//2\n",
+ " else : \n",
+ " Lcfo = (NSF-k)//2\n",
+ "\n",
+ " Lsto = (sup - Lcfo)%NSF\n",
+ " return Lcfo, Lsto\n",
+ " \n",
+ " "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 94,
+ "id": "086e2470",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "0.3123 ... 10232 ==> -5\n",
+ "sup 21 \t sdown 43\n",
+ "LCFO 0 \t LSTO 21\n",
+ "-0.0313 ... -1026 ==> 1\n"
+ ]
+ }
+ ],
+ "source": [
+ "\n",
+ "\n",
+ "\n",
+ "Nsamples = len(inputs_real_mixed_off)\n",
+ "Nconsumed_samples = 0\n",
+ "current_index = est_sto\n",
+ "Ntrials_eval = int(np.round(len(in_array_off) /NSF))\n",
+ "res_fft = np.zeros((Ntrials_eval,NSF) , dtype=np.complex_)\n",
+ "maxIndex_iter = np.zeros((Ntrials_eval))\n",
+ "stoEval_iter = np.zeros((Ntrials_eval))\n",
+ "\n",
+ "sdown = 0\n",
+ "sup = 0\n",
+ "\n",
+ "network_id_est = np.zeros((len(net_ID_idx)))\n",
+ "network_id_index= 0\n",
+ "downc_id_est = np.zeros((len(net_ID_idx)))\n",
+ "downc_id_index= 0\n",
+ "\n",
+ "symbols_est = []\n",
+ "\n",
+ "est_symbol =0\n",
+ "\n",
+ "index_trials=0\n",
+ "stoDataBufferEval = np.zeros((2*stoEstBinEval+1), dtype=np.complex_)\n",
+ "\n",
+ "data_in = np.copy(in_array_off)\n",
+ "\n",
+ "index_downchirp = 1000\n",
+ "while(current_index+NSF*ovs <= Nsamples):\n",
+ " input_samples = data_in[current_index:current_index+(NSF*ovs):ovs]\n",
+ " if index_trials in downchirp_dem_idx :\n",
+ " dechirped_samples = input_samples*np.conjugate(downchirp)\n",
+ " else : \n",
+ " dechirped_samples = input_samples*downchirp\n",
+ " dataFFT = fft(dechirped_samples)\n",
+ " res_fft[index_trials,:] = dataFFT\n",
+ " ## Get power spectral density\n",
+ " dataPSD = np.abs(dataFFT) \n",
+ " argMaxData = np.argmax(dataPSD)\n",
+ " maxIndex_iter[index_trials] = argMaxData\n",
+ "\n",
+ " if est_symbol:\n",
+ " symbols_est.append(argMaxData)\n",
+ " \n",
+ " ############################\n",
+ " # Frac STO \n",
+ " ############################\n",
+ " lambda_sto_eval = estimate_fsto(NSF,dataFFT[(argMaxData-1)%NSF],dataFFT[(argMaxData)%NSF],dataFFT[(argMaxData+1)%NSF],argMaxData)\n",
+ " polyphase = -int(np.round(lambda_sto_eval*16))\n",
+ " stoEval_iter[index_trials] = polyphase\n",
+ " if index_trials in correct_fsto_idx:\n",
+ " print(\"%.4f ... %d ==> %d\" %(lambda_sto_eval,lambda_sto_eval*(2**15), polyphase))\n",
+ " current_index+= polyphase\n",
+ " ############################\n",
+ " # Integer STO \n",
+ " ############################\n",
+ " lambda_sto_eval = estimate_fsto(NSF,dataFFT[(argMaxData-1)%NSF],dataFFT[(argMaxData)%NSF],dataFFT[(argMaxData+1)%NSF],argMaxData)\n",
+ " polyphase = -int(np.round(lambda_sto_eval*16))\n",
+ " stoEval_iter[index_trials] = polyphase\n",
+ " if index_trials in correct_lsto_idx:\n",
+ " current_index+= ovs*(NSF-argMaxData)\n",
+ "\n",
+ " ############################\n",
+ " # Network IDs\n",
+ " ############################\n",
+ " if index_trials in net_ID_idx:\n",
+ " network_id_est[network_id_index] = argMaxData\n",
+ " network_id_index+=1\n",
+ "\n",
+ " ############################\n",
+ " # Downchirps\n",
+ " ############################\n",
+ " if index_trials in downchirp_dem_idx : \n",
+ " downc_id_est[downc_id_index] = argMaxData\n",
+ " downc_id_index+=1\n",
+ " sdown = argMaxData\n",
+ " \n",
+ " if (( index_trials not in downchirp_dem_idx) and ( index_trials not in net_ID_idx)) : \n",
+ " sup = argMaxData\n",
+ "\n",
+ " if index_trials in estimate_l_idx:\n",
+ " Lcfo,Lsto = estimate_L(NSF, sup, sdown )\n",
+ " print(\"sup %d \\t sdown %d\" %(sup,sdown))\n",
+ " print(\"LCFO %d \\t LSTO %d\" %(Lcfo,Lsto))\n",
+ " current_index+= (int(Lsto*ovs)+int(0.25*NSF*ovs))%(NSF*ovs)\n",
+ " \n",
+ " t_lcfo = np.linspace(0,stop = len(data_in[current_index:])*Ts,num = len(data_in[current_index:]),endpoint=False) \n",
+ " data_in[current_index:] = data_in[current_index:] * np.exp(2*1j*np.pi*B* t_lcfo*(-Lcfo)/NSF)\n",
+ " est_symbol=1\n",
+ "\n",
+ " current_index = current_index +NSF*ovs\n",
+ " index_trials +=1\n",
+ "\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "0814b066",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "##################### : MaxIdx\n",
+ "[21. 21. 21. 21. 21. 62. 41. 43. 52. 57. 3.]\n",
+ "##################### : FSTO EVAL\n",
+ "[-5. -5. 0. 0. 0. 0. -5. 0. 1. -2. 0.]\n",
+ "##################### : Network IDs\n",
+ "[21. 62.]\n",
+ "##################### : Downchirps\n",
+ "[41. 43.]\n",
+ "##################### : Symbols\n",
+ "[52, 57, 3]\n"
+ ]
+ },
+ {
+ "data": {
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",
+ "text/plain": [
+ "<Figure size 2000x600 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "res_fft_reshaped = np.reshape(res_fft, newshape=(Ntrials_eval,NSF))\n",
+ "fig, ax = plt.subplots(1,1, figsize= (20,6))\n",
+ "for j in range(index_trials):\n",
+ " ax.plot(np.arange(NSF),np.abs(res_fft[j,:]), color = listColor[j%(len(listColor))], marker=\".\")\n",
+ " ax.set_title(\"Output vector\") \n",
+ " ax.set_xlabel(\"Time\")\n",
+ " ax.set_ylabel(\"Amplitude\")\n",
+ " \n",
+ "print(\"##################### : MaxIdx\")\n",
+ "print(maxIndex_iter[:index_trials])\n",
+ "print(\"##################### : FSTO EVAL\")\n",
+ "print(stoEval_iter[:index_trials])\n",
+ "print(\"##################### : Network IDs\")\n",
+ "print(network_id_est)\n",
+ "print(\"##################### : Downchirps\")\n",
+ "print(downc_id_est)\n",
+ "print(\"##################### : Symbols\")\n",
+ "print(symbols_est)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 90,
+ "id": "5be64e95",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "(512,)\n",
+ "(512,)\n",
+ "(8, 64)\n",
+ "[12533.858 12771.395 12771.697 9777.216 11109.162 13286.851 10452.99\n",
+ " 9294.262]\n",
+ "[30 0 0 41 8 10 15 25]\n",
+ "[30 30 0 0 41 8 10 15]\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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+ "text/plain": [
+ "<Figure size 2000x600 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "post_fir = read_IQ_outputs_interleaved_2s (\"testvec_files/post_fir.txt\",N)\n",
+ "post_dech = read_IQ_outputs_interleaved_2s (\"testvec_files/post_dech.txt\",N)\n",
+ "post_fft = read_IQ_outputs_interleaved_2s (\"testvec_files/post_fft.txt\",No)\n",
+ "\n",
+ "N_reg_trials = int(np.round(len(post_fft) /NSF))\n",
+ "\n",
+ "post_fir = post_fir [:NSF*N_reg_trials]\n",
+ "post_dech = post_dech [:NSF*N_reg_trials]\n",
+ "post_fft = post_fft [:NSF*N_reg_trials]\n",
+ "post_fft = bitreverse_reorder(post_fft,NSF)\n",
+ "print(np.shape(post_fir))\n",
+ "print(np.shape(post_dech))\n",
+ "print(np.shape(post_fft))\n",
+ "\n",
+ "\n",
+ "\n",
+ "post_fir_reshaped = np.reshape(post_fir, newshape=(N_reg_trials,NSF))\n",
+ "post_dech_reshaped = np.reshape(post_dech, newshape=(N_reg_trials,NSF))\n",
+ "## Perform FFT with SciPy\n",
+ "post_fir_dechirped = post_fir_reshaped*downchirp\n",
+ "post_fir_FFT = fft(post_fir_dechirped,axis=1)\n",
+ "post_dech_FFT = fft(post_dech_reshaped,axis=1)\n",
+ "post_fir_PSD = np.abs(post_fir_FFT) \n",
+ "post_dech_PSD = np.abs(post_dech_FFT) \n",
+ "post_fft_PSD = np.abs(post_fft) \n",
+ "\n",
+ "fig, ax = plt.subplots(1,1, figsize= (20,6))\n",
+ "\n",
+ "for j in range(N_reg_trials,0,-1):\n",
+ " ax.scatter(np.arange(NSF),post_fir_PSD[j-1,:] , color = listColor[j%(len(listColor))], marker=\".\")\n",
+ " ax.scatter(np.arange(NSF),post_dech_PSD[j-1,:], color = listColor[j%(len(listColor))], marker=\"*\")\n",
+ " ax.plot(np.arange(NSF),post_fft_PSD[j-1,:]/np.max(post_fft_PSD)*np.max(post_dech_PSD), color = listColor[j%(len(listColor))])\n",
+ " ax.set_title(\"Output vector\") \n",
+ " ax.set_xlabel(\"Time\")\n",
+ " ax.set_ylabel(\"Amplitude\")\n",
+ " \n",
+ "ax.set_title(\"Output vector\") \n",
+ "ax.set_xlabel(\"Time\")\n",
+ "ax.set_ylabel(\"Amplitude\")\n",
+ "\n",
+ "\n",
+ "maxIndex_post = np.argmax(post_dech_PSD, axis=1)\n",
+ "maxIndex_fft = np.argmax(post_fft_PSD, axis=1)\n",
+ "print(np.max(post_fft_PSD,axis=1))\n",
+ "print(maxIndex_fft)\n",
+ "print(maxIndex_post)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 91,
+ "id": "7ca73207",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "3679 ===> 2 \n",
+ "1146 ===> 1 \n",
+ "-2504 ===> -1 \n",
+ "10435 ===> 5 \n",
+ "-3501 ===> -2 \n",
+ "68 ===> 0 \n",
+ "-6027 ===> -3 \n",
+ "-12143 ===> -6 \n"
+ ]
+ }
+ ],
+ "source": [
+ "stoEstBin = 1\n",
+ "\n",
+ "iter = N_reg_trials\n",
+ "\n",
+ "stoDataBuffer = np.zeros((2*stoEstBin+1), dtype=np.complex_)\n",
+ "\n",
+ "for it in range(iter):\n",
+ " M_est = NSF - maxIndex_post[it]\n",
+ " for ip, p in enumerate(range(-stoEstBin,stoEstBin+1)): \n",
+ " stoDataBuffer[ip] = floorc(post_fft[it,(maxIndex_fft[it]+p)%NSF]*4)\n",
+ "\n",
+ " twiddle = np.exp(-1j*2*np.pi*M_est/NSF)\n",
+ " twiddleC = np.exp( 1j*2*np.pi*M_est/NSF)\n",
+ " lambda_sto = - np.real( (twiddleC*stoDataBuffer[2] - twiddle*stoDataBuffer[0]) / (2*stoDataBuffer[1] - twiddleC*stoDataBuffer[2] - twiddle*stoDataBuffer[0]))\n",
+ " num = stoDataBuffer[2] - stoDataBuffer[0]\n",
+ " denum = stoDataBuffer[1] - stoDataBuffer[0] - stoDataBuffer[2]\n",
+ "\n",
+ " print(\"%d ===> %d \"%(lambda_sto*(2**15),np.round(ovs*lambda_sto)))\n",
+ "\n",
+ "\n",
+ " "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 92,
+ "id": "0cc81cad",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "2521 ===> 1 \n",
+ "2572 ===> 1 \n",
+ "-2506 ===> -1 \n",
+ "-2506 ===> -1 \n",
+ "10433 ===> 5 \n",
+ "-7285 ===> -4 \n",
+ "-6098 ===> -3 \n",
+ "-8750 ===> -4 \n"
+ ]
+ }
+ ],
+ "source": [
+ "stoEstBin = 1\n",
+ "\n",
+ "iter = N_reg_trials\n",
+ "\n",
+ "stoDataBuffer = np.zeros((2*stoEstBin+1), dtype=np.complex_)\n",
+ "\n",
+ "for it in range(iter):\n",
+ " M_est = 0 #NSF - maxIndex_post[Nc]\n",
+ " for ip, p in enumerate(range(-stoEstBin,stoEstBin+1)): \n",
+ " stoDataBuffer[ip] = post_dech_FFT[it,(maxIndex_post[it]+p)%NSF]\n",
+ "\n",
+ " twiddle = np.exp(-1j*2*np.pi*M_est/NSF)\n",
+ " twiddleC = np.exp( 1j*2*np.pi*M_est/NSF)\n",
+ " lambda_sto = - np.real( (twiddleC*stoDataBuffer[2] - twiddle*stoDataBuffer[0]) / (2*stoDataBuffer[1] - twiddleC*stoDataBuffer[2] - twiddle*stoDataBuffer[0]))\n",
+ " #print(lambda_sto*(2**15))\n",
+ " print(\"%d ===> %d \"%(lambda_sto*(2**15),np.round(ovs*lambda_sto)))\n",
+ "\n",
+ "\n",
+ "\n",
+ " "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 93,
+ "id": "aeec8cb9",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "-1.4542889543786341\n",
+ "0.03207743359121746\n"
+ ]
+ }
+ ],
+ "source": [
+ "Nc = 3\n",
+ "cfoEstBin = 2\n",
+ "\n",
+ "iter = min(2,Nsymbols-((Nc-1)))\n",
+ "\n",
+ "for it in range(iter):\n",
+ " cfoEst = 0\n",
+ " cfoEst_float = 0\n",
+ " cfoEst_q31 = 0\n",
+ " for l in range(1,Nc):\n",
+ " for p in range(-cfoEstBin,cfoEstBin+1): \n",
+ " val_q31 = floorc(((post_fft[it+l,(maxIndex_fft[it+l]+p)%NSF]/(2**1)) * np.conjugate((post_fft[it+l-1,(maxIndex_fft[it+l-1]+p)%NSF])/(2**1)) ) )\n",
+ " cfoEst_q31 += val_q31 \n",
+ "\n",
+ "\n",
+ " print(np.angle(cfoEst_q31)*16/(2*np.pi) )\n"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/wuRx_sync.ipynb b/wuRx_sync.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..f502a0887ba1e4b8e27fb89b6b16e789b3e844df
--- /dev/null
+++ b/wuRx_sync.ipynb
@@ -0,0 +1,1026 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "3202ec29",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "\n",
+ "\n",
+ "import os\n",
+ "import sys\n",
+ "import numpy as np\n",
+ "import matplotlib\n",
+ "import scipy.io\n",
+ "import matplotlib.pyplot as plt\n",
+ "from matplotlib import ticker, cm\n",
+ "from matplotlib.colors import LogNorm\n",
+ "from matplotlib.ticker import (AutoMinorLocator, MultipleLocator)\n",
+ "import importlib\n",
+ "import random\n",
+ "from scipy import signal\n",
+ "from scipy.fft import fft, fftfreq, fftshift\n",
+ "from scipy.stats import chi2, ncx2, bernoulli, binom, ncf, norm\n",
+ "from scipy.signal import firwin, firwin2\n",
+ "from scipy import special\n",
+ "\n",
+ "\n",
+ "from wuRx_lib import *"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 26,
+ "id": "438114f6",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def floorc (x):\n",
+ " return (np.floor(np.real(x)) +1j*np.floor(np.imag(x)))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "9c98d20d",
+ "metadata": {},
+ "source": [
+ "# Parameters"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 50,
+ "id": "d129b2f7",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "35.375\n"
+ ]
+ }
+ ],
+ "source": [
+ "ovs = 16\n",
+ "sto_test = 35.0 + 6/ovs\n",
+ "cfo = 0/ovs\n",
+ "\n",
+ "bypassFilter = True\n",
+ "print(sto_test)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 51,
+ "id": "c664b431",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "symbolType = 0"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 73,
+ "id": "e6ad63f4",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "35.5\n"
+ ]
+ }
+ ],
+ "source": [
+ "fs=125e3 * ovs\n",
+ "Ts = 1 /fs\n",
+ "B=125e3 \n",
+ "nonIdealRandom=False \n",
+ "theta=np.pi/6 \n",
+ "sfo_ppm =0 \n",
+ "\n",
+ "signedMag = False\n",
+ "\n",
+ "SF= 6\n",
+ "SF_MAX= 12\n",
+ "SF_MIN= 4\n",
+ "\n",
+ "NSF = 2**SF\n",
+ "halfNSF = int(NSF/2)\n",
+ "##########################\n",
+ "# Precision parameters\n",
+ "##########################\n",
+ "# Input number of bits (from ADC)\n",
+ "N= 12\n",
+ "Q= 11\n",
+ "# Offset applied before dechirping\n",
+ "offset= 0\n",
+ "# Dechirped number of bits \n",
+ "Ncore= 12\n",
+ "Qcore= 11\n",
+ "# Constant number of bits (downchirp and TF)\n",
+ "Nc= 12\n",
+ "Qc= 11\n",
+ "# Output number of bits\n",
+ "No= 16\n",
+ "Qo= 15\n",
+ "\n",
+ "add_noise = False\n",
+ "fix_noise = True\n",
+ "noise_only= False\n",
+ "###################\n",
+ "noise_std = 0.1\n",
+ "A = 0.5\n",
+ "###################\n",
+ "\n",
+ "Nup = 5\n",
+ "Ndown = 5\n",
+ "Nsymbols = Nup+Ndown\n",
+ "\n",
+ "snr_test = np.array([-4])\n",
+ "\n",
+ "\n",
+ "send_downchirp = False\n",
+ "\n",
+ "init_offset_r = 0\n",
+ "init_offset_i = 0\n",
+ "\n",
+ "delay_input_start = 2\n",
+ "sto = (delay_input_start/ovs)+(not bypassFilter)*0.5+sto_test\n",
+ "print(sto)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 74,
+ "id": "27befe3e",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/export/home/maistriauxp/GENERATE_TESTVEC_DBB/wuRx_lib.py:917: RuntimeWarning: divide by zero encountered in log10\n",
+ " ax[0].plot(freq,20*np.log10(np.abs(H)),label=label)\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[ 0 0 0 1 5 12 20 25 25 20 12 5 1 0 0 0]\n",
+ "{ 0x0, 0x0, 0x0, 0x1, 0x5, 0xc, 0x14, 0x19, 0x19, 0x14, 0xc, 0x5, 0x1, 0x0, 0x0, 0x0,\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 640x480 with 2 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "cutoff = 200e3\n",
+ "numtaps = 16\n",
+ "\n",
+ "n_bits = 8\n",
+ "q_bits = 7\n",
+ "beta = 5 # Kaiser window shape parameter\n",
+ "\n",
+ "taps = firwin(numtaps,cutoff,fs=fs, window=('kaiser', beta))\n",
+ "taps_q = np.fix(taps * 2**(q_bits)).astype(np.int32) # Round towards zero\n",
+ "# Show Impulse response\n",
+ "#plot_time([taps_q/(2**q_bits)], [\"Low-pass filter\"], fs)\n",
+ "\n",
+ "# Show Frequency response\n",
+ "plot_freq([taps_q/(2**q_bits)], [\"Low-pass filter\"], fs)\n",
+ "\n",
+ "\n",
+ "str_taps = \"{\"\n",
+ "for tap in taps_q.astype(np.int16) : \n",
+ " str_taps += \" \" + hex(tap) +\",\"\n",
+ "\n",
+ "print(taps_q)\n",
+ "print(str_taps)\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "52ae8c51",
+ "metadata": {},
+ "source": [
+ "# Input data Generation"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 75,
+ "id": "f096fedd",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def generate_signal(Nup=1, Ndown=1,SF=7,fs=125e3,B=125e3, theta=0, cfo =0, sto =0, A=1):\n",
+ " N = 2**SF\n",
+ " n_os = int(fs//B)\n",
+ " N_os = N*n_os\n",
+ "\n",
+ " Ts = 1/fs\n",
+ "\n",
+ " T_symbol = n_os*2**SF*Ts\n",
+ "\n",
+ " polyphase = -int(np.round(sto*n_os))\n",
+ "\n",
+ " N_sample = (Nup+Ndown)*N_os\n",
+ " N_sample_padded = N_sample+np.abs(polyphase)\n",
+ "\n",
+ " signal = np.zeros((N_sample_padded), dtype =np.complex_)\n",
+ "\n",
+ " time_upchirp = np.linspace(0,stop = N_os*Ts,num = N_os,endpoint=False)\n",
+ " time_symbols = np.linspace(0,stop = N_sample_padded*Ts,num = N_sample_padded,endpoint=False)\n",
+ " upchirp_ref = A*np.exp(2*1j*np.pi*B* ( (np.square(time_upchirp))/(2*T_symbol) - 0.5*(time_upchirp) ))\n",
+ " signal[0 : Nup *N_os] = np.tile(upchirp_ref,Nup)\n",
+ " signal[Nup*N_os :(Nup+Ndown)*N_os] = np.tile(np.conjugate(upchirp_ref),Ndown)\n",
+ " upchirp_cfo_theta = A* signal * np.exp(1j*theta) * np.exp(2*1j*np.pi*B* time_symbols*(cfo)/N)\n",
+ "\n",
+ " upchirp_cfo_theta_sto = np.roll(upchirp_cfo_theta, polyphase)\n",
+ " return upchirp_cfo_theta_sto[:N_sample]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 76,
+ "id": "0fbd0452",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 2000x400 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 2000x400 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "#initial_noise_var, noise_var, symbols, reshaped_symbols,downchirp, in_array= create_symbol_and_noise(snr_test, Nsymbols, noise_std, A, add_noise, fix_noise, noise_only, SF, NSF, N, Q, Ncore, Qcore, offset, fs, B, nonIdealRandom, theta, cfo, sto, sfo_ppm, symbolType-(not bypassFilter))\n",
+ "in_array = generate_signal(Nup=Nup, Ndown=Ndown,SF=SF,fs=fs,B=B, theta=theta, cfo =cfo, sto =sto, A=A)\n",
+ "\n",
+ "t= np.linspace(start = 0, stop=NSF*Ts, num=NSF, endpoint=False)\n",
+ "\n",
+ "in_array = (np.real(in_array) + init_offset_r/(2**Q)) +1j* (np.imag(in_array) + init_offset_i/(2**Q))\n",
+ "downchirp = np.conjugate(LoRa_refchirp(SF=SF,fs=B,B=B))\n",
+ "\n",
+ "if send_downchirp:\n",
+ " in_array = np.conjugate(in_array)\n",
+ " downchirp= np.conjugate(downchirp)\n",
+ "\n",
+ "plot_in = True \n",
+ "if plot_in:\n",
+ " figsize=(20,4)\n",
+ " plt.figure(figsize=figsize)\n",
+ " plt.plot(np.arange(len(in_array)),np.real(in_array), color = \"orange\", label = \"Real\")\n",
+ " plt.plot(np.arange(len(in_array)),np.imag(in_array), color = \"red\" , label = \"Imag\")\n",
+ " plt.title(\"Input vector\")\n",
+ " plt.xlabel(\"Time\")\n",
+ " plt.ylabel(\"Amplitude\")\n",
+ "\n",
+ "in_scaled, to_plot, quantified = quantif_signedMag(in_array,N,Q)\n",
+ "in_sca , to_p , quantif = quantif_twoComplement(in_array,N,Q)\n",
+ "\n",
+ "format = \"%.\"+str(N//4)+\"x\"\n",
+ "if signedMag:\n",
+ " np.savetxt(\"testvec_files/wuRx_inputs.txt\",quantified,fmt=format)\n",
+ " inputs_real_mixed = read_IQ_outputs_interleaved(\"testvec_files/wuRx_inputs.txt\",N)\n",
+ "else:\n",
+ " np.savetxt(\"testvec_files/wuRx_inputs.txt\",quantif ,fmt=format)\n",
+ " inputs_real_mixed = read_IQ_outputs_interleaved_2s (\"testvec_files/wuRx_inputs.txt\",N)\n",
+ "\n",
+ "\n",
+ "if plot_in:\n",
+ " figsize=(20,4)\n",
+ " plt.figure(figsize=figsize)\n",
+ " real_part = np.real(inputs_real_mixed)\n",
+ " imag_part = np.imag(inputs_real_mixed)\n",
+ " plt.plot(np.arange(len(real_part)),real_part, color = \"orange\", label = \"Real\", marker=\".\")\n",
+ " plt.plot(np.arange(len(real_part)),imag_part, color = \"red\" , label = \"Imag\", marker=\".\")\n",
+ " plt.plot(np.arange(len(real_part)),np.ones(len(real_part))*np.mean(real_part), color = \"orange\", linestyle =\"dotted\" , label = \"Real\")\n",
+ " plt.plot(np.arange(len(real_part)),np.ones(len(real_part))*np.mean(imag_part), color = \"red\" , linestyle =\"dotted\" , label = \"Imag\")\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 77,
+ "id": "c5e87c31",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "(1-0j)\n",
+ "(-0.9987954562051724+0.04906767432741841j)\n"
+ ]
+ }
+ ],
+ "source": [
+ "TF_scaled, TF_toCore= quantify_twiddle_factor(NFFT=NSF,Ncore=Nc,Qcore=Qc,path_rtl_file=\"./rtl_files/TF_sim.inc\", signedMag=signedMag)\n",
+ "quantify_twiddle_factor(NFFT=2**SF_MAX,Ncore=Nc,Qcore=Qc,path_rtl_file=\"./rtl_files/TF_SFs_sim.inc\", signedMag=signedMag)\n",
+ "format = \"%.\"+str(Nc//4)+\"x\"\n",
+ "np.savetxt(\"testvec_files/twiddleFactor.txt\",TF_toCore,fmt=format)\n",
+ "twiddleFactor_f = np.zeros(NSF, dtype =np.complex_)\n",
+ "twiddleFactor_f[0 :NSF//2] = TF_scaled[0:NSF//2]\n",
+ "twiddleFactor_f[NSF//2:NSF ] = -TF_scaled[0:NSF//2]\n",
+ "\n",
+ "downc_iq_file, downc_core = quantify_downchirp (SF=SF, fs=B,B=B,Ncore=Nc,Qcore=Qc,path_rtl_file=\"./rtl_files/downchirp_sim.inc\" , signedMag=signedMag)\n",
+ "quantify_downchirps(SF_min=SF_MIN,SF_max=SF_MAX,fs=fs,B=B,Ncore=Nc,Qcore=Qc,path_rtl_file=\"./rtl_files/downchirp_SFs_sim.inc\", signedMag=signedMag )\n",
+ "format = \"%.\"+str(Nc//4)+\"x\"\n",
+ "np.savetxt(\"testvec_files/downchirp.txt\",downc_core,fmt=format)\n",
+ "\n",
+ "print(downchirp[0])\n",
+ "print(downchirp[1])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 78,
+ "id": "a6f2df2c",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "if send_downchirp:\n",
+ " downc_iq_file = np.conjugate(downc_iq_file)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 79,
+ "id": "9fd9c022",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "in_array_del = np.insert(in_array , np.zeros(delay_input_start, dtype=np.int32), np.zeros(delay_input_start))[:len(in_array)]\n",
+ "inputs_real_mixed_del = np.insert(inputs_real_mixed, np.zeros(delay_input_start, dtype=np.int32), np.zeros(delay_input_start))[:len(inputs_real_mixed)]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 80,
+ "id": "654428c4",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "offset_r = 0\n",
+ "offset_i = 0\n",
+ "\n",
+ "inputs_real_mixed_off = (np.real(inputs_real_mixed_del) + offset_r) +1j* (np.imag(inputs_real_mixed_del) + offset_i)\n",
+ "in_array_off = (np.real(in_array_del) + offset_r/(2**Q)) +1j* (np.imag(in_array_del) + offset_i/(2**Q))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "1417a935",
+ "metadata": {},
+ "source": [
+ "## Simulation of FFT results"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 81,
+ "id": "7e942c8b",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "est_sto = 0#4\n",
+ "factorScale = 1\n",
+ "\n",
+ "#in_array_off_R = in_array_off [est_sto::ovs]/factorScale"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 82,
+ "id": "025210e2",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Hello\n"
+ ]
+ }
+ ],
+ "source": [
+ "if bypassFilter:\n",
+ " in_array_off_R = in_array_off[est_sto::ovs]/factorScale\n",
+ " inputs_real_mixed_off_R = inputs_real_mixed_off[est_sto::ovs]/factorScale\n",
+ " print(\"Hello\")\n",
+ "else :\n",
+ " in_array_off_ext = np.roll(np.append(in_array_off,np.zeros(len(taps)-1)),est_sto)\n",
+ " in_array_off_filt= scipy.signal.correlate(in_array_off_ext,taps,mode=\"valid\",method='auto')\n",
+ " in_array_off_R = in_array_off_filt[::ovs]\n",
+ "\n",
+ " inputs_real_mixed_off_ext = np.roll(np.append(inputs_real_mixed_off,np.zeros(len(taps_q)-1)),est_sto)\n",
+ " inputs_real_mixed_off_filt= scipy.signal.correlate(inputs_real_mixed_off_ext,taps_q/(2**q_bits),mode=\"valid\",method='direct')\n",
+ " inputs_real_mixed_off_R = inputs_real_mixed_off_filt[::ovs]\n",
+ "\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 83,
+ "id": "a5fad2cf",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "use_twiddle = True"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 94,
+ "id": "086e2470",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "0.3871 ... 12683 ==> -6\n",
+ "0.3747 ... 12279 ==> -6\n",
+ "0.3747 ... 12279 ==> -6\n",
+ "-0.0000 ... 0 ==> 0\n",
+ "0.0000 ... 0 ==> 0\n",
+ "0.0000 ... 0 ==> 0\n",
+ "0.0000 ... 0 ==> 0\n",
+ "0.0000 ... 0 ==> 0\n",
+ "0.0000 ... 0 ==> 0\n",
+ "[35. 0. 0. 0. 0. 0. 0. 0. 0.]\n",
+ "[-6. -6. -6. 0. 0. 0. 0. 0. 0.]\n",
+ "9\n"
+ ]
+ },
+ {
+ "data": {
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",
+ "text/plain": [
+ "<Figure size 2000x600 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "stoEstBinEval = 1\n",
+ "\n",
+ "\n",
+ "Nsamples = len(inputs_real_mixed_off)\n",
+ "Nconsumed_samples = 0\n",
+ "current_index = est_sto\n",
+ "Ntrials_eval = int(np.round(len(in_array_off) /NSF))\n",
+ "res_fft = np.zeros((Ntrials_eval,NSF) , dtype=np.complex_)\n",
+ "maxIndex_iter = np.zeros((Ntrials_eval))\n",
+ "stoEval_iter = np.zeros((Ntrials_eval))\n",
+ "index_trials=0\n",
+ "stoDataBufferEval = np.zeros((2*stoEstBinEval+1), dtype=np.complex_)\n",
+ "\n",
+ "correct_lsto = True\n",
+ "correct_lsto_idx = 0\n",
+ "correct_fsto_idx = 2\n",
+ "\n",
+ "index_downchirp = Nup-1\n",
+ "while(current_index+NSF*ovs <= Nsamples):\n",
+ " input_samples = in_array_off[current_index:current_index+(NSF*ovs):ovs]\n",
+ " if index_trials < index_downchirp :\n",
+ " dechirped_samples = input_samples*downchirp\n",
+ " else : \n",
+ " dechirped_samples = input_samples*np.conjugate(downchirp)\n",
+ " dataFFT = fft(dechirped_samples)\n",
+ " res_fft[index_trials,:] = dataFFT\n",
+ " ## Get power spectral density\n",
+ " dataPSD = np.abs(dataFFT) \n",
+ " argMaxData = np.argmax(dataPSD)\n",
+ " maxIndex_iter[index_trials] = argMaxData\n",
+ "\n",
+ " if use_twiddle:\n",
+ " M_est = NSF - argMaxData\n",
+ " else:\n",
+ " M_est = 0 \n",
+ " for ip, p in enumerate(range(-stoEstBinEval,stoEstBinEval+1)): \n",
+ " stoDataBufferEval[ip] = dataFFT[(argMaxData+p)%NSF]\n",
+ "\n",
+ " twiddle = np.exp(-1j*2*np.pi*M_est/NSF)\n",
+ " twiddleC = np.exp( 1j*2*np.pi*M_est/NSF)\n",
+ " lambda_sto_eval = - np.real( (twiddleC*stoDataBufferEval[2] - twiddle*stoDataBufferEval[0]) / (2*stoDataBufferEval[1] - twiddleC*stoDataBufferEval[2] - twiddle*stoDataBufferEval[0]))\n",
+ " polyphase = -int(np.round(lambda_sto_eval*16))\n",
+ " print(\"%.4f ... %d ==> %d\" %(lambda_sto_eval,lambda_sto_eval*(2**15), polyphase))\n",
+ " stoEval_iter[index_trials] = polyphase\n",
+ " if (correct_lsto and (correct_lsto_idx==index_trials) ): \n",
+ " current_index = current_index +NSF*ovs + ovs*(NSF-argMaxData)\n",
+ " elif (index_trials >= correct_fsto_idx): \n",
+ " current_index = current_index +NSF*ovs + polyphase\n",
+ " else : \n",
+ " current_index = current_index +NSF*ovs\n",
+ "\n",
+ " index_trials +=1\n",
+ "\n",
+ "\n",
+ "res_fft_reshaped = np.reshape(res_fft, newshape=(Ntrials_eval,NSF))\n",
+ "fig, ax = plt.subplots(1,1, figsize= (20,6))\n",
+ "for j in range(index_trials):\n",
+ " ax.plot(np.arange(NSF),np.abs(res_fft[j,:]), color = listColor[j%(len(listColor))], marker=\".\")\n",
+ " ax.set_title(\"Output vector\") \n",
+ " ax.set_xlabel(\"Time\")\n",
+ " ax.set_ylabel(\"Amplitude\")\n",
+ " \n",
+ "\n",
+ "print(maxIndex_iter[:index_trials])\n",
+ "print(stoEval_iter[:index_trials])\n",
+ "print(index_trials)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 85,
+ "id": "c45aa8ed",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#inputs_real_mixed_off_R = inputs_real_mixed_off[est_sto::ovs]/factorScale\n",
+ "#in_array_off_R = np.roll(in_array_off_R ,0)\n",
+ "#inputs_real_mixed_off_R = np.roll(inputs_real_mixed_off_R ,0)\n",
+ "#in_array_off_R [0] = 0\n",
+ "#inputs_real_mixed_off_R [0] = 0"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 86,
+ "id": "b587b733",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Perf : \n",
+ "Software res: 0.00391\n",
+ "Symbols:\n",
+ "[35 35 35 35 35 43 43 43 43 45]\n",
+ "[35 35 35 35 35 43 43 43 43 45]\n",
+ "1.4133360540348607\n",
+ "1.412959723994022\n"
+ ]
+ },
+ {
+ "data": {
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",
+ "text/plain": [
+ "<Figure size 2000x600 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "simu_reshaped = np.reshape(in_array_off_R, newshape=(Nsymbols,NSF))\n",
+ "## Perform FFT with SciPy\n",
+ "simu_dechirped = simu_reshaped*downchirp\n",
+ "simu_FFT = fft(simu_dechirped,axis=1)\n",
+ "## Get power spectral density\n",
+ "simu_PSD = np.abs(simu_FFT) \n",
+ "\n",
+ "\n",
+ "fig, ax = plt.subplots(1,1, figsize= (20,6))\n",
+ "\n",
+ "\n",
+ "\n",
+ "for j in range(Nsymbols,0,-1):\n",
+ " ax.plot(np.arange(NSF),simu_PSD[j-1,:], color = listColor[j%(len(listColor))])\n",
+ " ax.set_title(\"Output vector\") \n",
+ " ax.set_xlabel(\"Time\")\n",
+ " ax.set_ylabel(\"Amplitude\")\n",
+ "ax.vlines(x=NSF/2 -1, ymin = 0, ymax=np.max(simu_PSD), color = \"black\", linestyles=\"dotted\")\n",
+ "\n",
+ "\n",
+ "in_reshaped = np.reshape(inputs_real_mixed_off_R, newshape=(Nsymbols,NSF))\n",
+ "## Perform FFT with SciPy\n",
+ "signal_dechirped = in_reshaped*downc_iq_file\n",
+ "signal_dechirped = (np.floor(np.real(signal_dechirped)/(2**Qc )) + 1j*np.floor(np.imag(signal_dechirped)/(2**Qc )))\n",
+ "#signalFFT = fft(signal_dechirped /(2**Q ))\n",
+ "#signalPSD = np.abs(signalFFT) \n",
+ "\n",
+ "signalFFT = np.zeros((Nsymbols,NSF), dtype=np.complex_)\n",
+ "for j in range(0,Nsymbols):\n",
+ " signalFFT[j,:] = dif_fft_2pk(xarray =signal_dechirped[j,:] ,twiddle= twiddleFactor_f/(2**Qc), log2length= int(np.log2(NSF)) ,P= 3, rescaling = True, Qdata=Q) /(2**(Q))\n",
+ "signalPSD = np.abs(signalFFT) \n",
+ "\n",
+ "for j in range(Nsymbols,0,-1):\n",
+ " ax.scatter(np.arange(NSF),signalPSD[j-1,:], color = listColor[j%(len(listColor))])\n",
+ "ax.set_title(\"Output vector\") \n",
+ "ax.set_xlabel(\"Time\")\n",
+ "ax.set_ylabel(\"Amplitude\")\n",
+ "ax.vlines(x=NSF/2 -1, ymin = 0, ymax=np.max(signalPSD), color = \"black\", linestyles=\"dotted\")\n",
+ "\n",
+ "print(\"Perf : \")\n",
+ "print(\"Software res: %.5f\" %(np.mean(np.abs((signalPSD - simu_PSD))) ) )\n",
+ "\n",
+ "print(\"Symbols:\")\n",
+ "print(np.ndarray.flatten(np.argmax(simu_PSD,axis=1)))\n",
+ "print(np.ndarray.flatten(np.argmax(signalPSD,axis=1)))\n",
+ "\n",
+ "print(np.mean(simu_PSD))\n",
+ "print(np.mean(signalPSD))\n",
+ "\n",
+ "signalFFT_Q = signalFFT*(2**Q )\n",
+ "signalPSD_Q = np.abs(signalFFT_Q)\n",
+ "\n",
+ "maxIndex = np.argmax(signalPSD_Q, axis=1)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 87,
+ "id": "04fe0e35",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "Qsw = 15\n",
+ "Nsw = 16"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 88,
+ "id": "2e76c23e",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "TRIALS : Max index : 35, Max value : 25169\n",
+ " -2 \t => 3664 \t+1j* 624 \t ==> 3716 \t\t Float: 1.7983 \t+1j*0.3024 \t ==> 1\n",
+ " -1 \t => -6000 \t+1j* -4480 \t ==> 7488 \t\t Float: -2.9237 \t+1j*-2.1834 \t ==> 3\n",
+ " 0 \t => 14608 \t+1j* 20496 \t ==> 25169 \t\t Float: 7.1421 \t+1j*10.0143 \t ==> 12\n",
+ " 1 \t => 3920 \t+1j* 14384 \t ==> 14908 \t\t Float: 1.9151 \t+1j*7.0294 \t ==> 7\n",
+ " 2 \t => 176 \t+1j* -6384 \t ==> 6386 \t\t Float: 0.0864 \t+1j*-3.1123 \t ==> 3\n",
+ "TRIALS : Max index : 35, Max value : 25673\n",
+ " -2 \t => 3904 \t+1j* 1072 \t ==> 4048 \t\t Float: 1.9155 \t+1j*0.5232 \t ==> 1\n",
+ " -1 \t => -5760 \t+1j* -4032 \t ==> 7030 \t\t Float: -2.8065 \t+1j*-1.9626 \t ==> 3\n",
+ " 0 \t => 14848 \t+1j* 20944 \t ==> 25673 \t\t Float: 7.2594 \t+1j*10.2351 \t ==> 12\n",
+ " 1 \t => 4144 \t+1j* 14832 \t ==> 15400 \t\t Float: 2.0324 \t+1j*7.2502 \t ==> 7\n",
+ " 2 \t => 416 \t+1j* -5936 \t ==> 5950 \t\t Float: 0.2036 \t+1j*-2.8915 \t ==> 2\n",
+ "TRIALS : Max index : 35, Max value : 25673\n",
+ " -2 \t => 3904 \t+1j* 1072 \t ==> 4048 \t\t Float: 1.9155 \t+1j*0.5232 \t ==> 1\n",
+ " -1 \t => -5760 \t+1j* -4032 \t ==> 7030 \t\t Float: -2.8065 \t+1j*-1.9626 \t ==> 3\n",
+ " 0 \t => 14848 \t+1j* 20944 \t ==> 25673 \t\t Float: 7.2594 \t+1j*10.2351 \t ==> 12\n",
+ " 1 \t => 4144 \t+1j* 14832 \t ==> 15400 \t\t Float: 2.0324 \t+1j*7.2502 \t ==> 7\n",
+ " 2 \t => 416 \t+1j* -5936 \t ==> 5950 \t\t Float: 0.2036 \t+1j*-2.8915 \t ==> 2\n",
+ "TRIALS : Max index : 35, Max value : 25673\n",
+ " -2 \t => 3904 \t+1j* 1072 \t ==> 4048 \t\t Float: 1.9155 \t+1j*0.5232 \t ==> 1\n",
+ " -1 \t => -5760 \t+1j* -4032 \t ==> 7030 \t\t Float: -2.8065 \t+1j*-1.9626 \t ==> 3\n",
+ " 0 \t => 14848 \t+1j* 20944 \t ==> 25673 \t\t Float: 7.2594 \t+1j*10.2351 \t ==> 12\n",
+ " 1 \t => 4144 \t+1j* 14832 \t ==> 15400 \t\t Float: 2.0324 \t+1j*7.2502 \t ==> 7\n",
+ " 2 \t => 416 \t+1j* -5936 \t ==> 5950 \t\t Float: 0.2036 \t+1j*-2.8915 \t ==> 2\n",
+ "TRIALS : Max index : 35, Max value : 16982\n",
+ " -2 \t => 3520 \t+1j* 2496 \t ==> 4315 \t\t Float: 1.7225 \t+1j*1.2249 \t ==> 2\n",
+ " -1 \t => -5136 \t+1j* -96 \t ==> 5136 \t\t Float: -2.5001 \t+1j*-0.0442 \t ==> 2\n",
+ " 0 \t => 2256 \t+1j* 16832 \t ==> 16982 \t\t Float: 1.1059 \t+1j*8.2306 \t ==> 8\n",
+ " 1 \t => 14864 \t+1j* 3504 \t ==> 15271 \t\t Float: 7.2670 \t+1j*1.7139 \t ==> 7\n",
+ " 2 \t => 2992 \t+1j* -368 \t ==> 3014 \t\t Float: 1.4702 \t+1j*-0.1729 \t ==> 1\n",
+ "TRIALS : Max index : 43, Max value : 5957\n",
+ " -2 \t => -4784 \t+1j* 3160 \t ==> 5733 \t\t Float: -2.3370 \t+1j*1.5390 \t ==> 2\n",
+ " -1 \t => 624 \t+1j* -2556 \t ==> 2631 \t\t Float: 0.3066 \t+1j*-1.2527 \t ==> 1\n",
+ " 0 \t => -5000 \t+1j* -3240 \t ==> 5957 \t\t Float: -2.4448 \t+1j*-1.5794 \t ==> 2\n",
+ " 1 \t => 3532 \t+1j* -48 \t ==> 3532 \t\t Float: 1.7293 \t+1j*-0.0244 \t ==> 1\n",
+ " 2 \t => 1976 \t+1j* -5308 \t ==> 5663 \t\t Float: 0.9674 \t+1j*-2.5886 \t ==> 2\n",
+ "TRIALS : Max index : 43, Max value : 5957\n",
+ " -2 \t => -4784 \t+1j* 3160 \t ==> 5733 \t\t Float: -2.3370 \t+1j*1.5390 \t ==> 2\n",
+ " -1 \t => 624 \t+1j* -2556 \t ==> 2631 \t\t Float: 0.3066 \t+1j*-1.2527 \t ==> 1\n",
+ " 0 \t => -5000 \t+1j* -3240 \t ==> 5957 \t\t Float: -2.4448 \t+1j*-1.5794 \t ==> 2\n",
+ " 1 \t => 3532 \t+1j* -48 \t ==> 3532 \t\t Float: 1.7293 \t+1j*-0.0244 \t ==> 1\n",
+ " 2 \t => 1976 \t+1j* -5308 \t ==> 5663 \t\t Float: 0.9674 \t+1j*-2.5886 \t ==> 2\n",
+ "TRIALS : Max index : 43, Max value : 5957\n",
+ " -2 \t => -4784 \t+1j* 3160 \t ==> 5733 \t\t Float: -2.3370 \t+1j*1.5390 \t ==> 2\n",
+ " -1 \t => 624 \t+1j* -2556 \t ==> 2631 \t\t Float: 0.3066 \t+1j*-1.2527 \t ==> 1\n",
+ " 0 \t => -5000 \t+1j* -3240 \t ==> 5957 \t\t Float: -2.4448 \t+1j*-1.5794 \t ==> 2\n",
+ " 1 \t => 3532 \t+1j* -48 \t ==> 3532 \t\t Float: 1.7293 \t+1j*-0.0244 \t ==> 1\n",
+ " 2 \t => 1976 \t+1j* -5308 \t ==> 5663 \t\t Float: 0.9674 \t+1j*-2.5886 \t ==> 2\n",
+ "TRIALS : Max index : 43, Max value : 5957\n",
+ " -2 \t => -4784 \t+1j* 3160 \t ==> 5733 \t\t Float: -2.3370 \t+1j*1.5390 \t ==> 2\n",
+ " -1 \t => 624 \t+1j* -2556 \t ==> 2631 \t\t Float: 0.3066 \t+1j*-1.2527 \t ==> 1\n",
+ " 0 \t => -5000 \t+1j* -3240 \t ==> 5957 \t\t Float: -2.4448 \t+1j*-1.5794 \t ==> 2\n",
+ " 1 \t => 3532 \t+1j* -48 \t ==> 3532 \t\t Float: 1.7293 \t+1j*-0.0244 \t ==> 1\n",
+ " 2 \t => 1976 \t+1j* -5308 \t ==> 5663 \t\t Float: 0.9674 \t+1j*-2.5886 \t ==> 2\n",
+ "TRIALS : Max index : 45, Max value : 3644\n",
+ " -2 \t => -2846 \t+1j* -700 \t ==> 2930 \t\t Float: -1.3927 \t+1j*-0.3391 \t ==> 1\n",
+ " -1 \t => 2600 \t+1j* 2084 \t ==> 3332 \t\t Float: 1.2707 \t+1j*1.0184 \t ==> 1\n",
+ " 0 \t => 18 \t+1j* -3644 \t ==> 3644 \t\t Float: 0.0100 \t+1j*-1.7805 \t ==> 1\n",
+ " 1 \t => -1860 \t+1j* 2410 \t ==> 3044 \t\t Float: -0.9082 \t+1j*1.1777 \t ==> 1\n",
+ " 2 \t => 3516 \t+1j* -490 \t ==> 3549 \t\t Float: 1.7185 \t+1j*-0.2394 \t ==> 1\n"
+ ]
+ }
+ ],
+ "source": [
+ "n_adjacent = 2\n",
+ "n_around = 2*n_adjacent + 1\n",
+ "\n",
+ "for j in range(0,Nsymbols):\n",
+ " index_max = maxIndex[j]\n",
+ " print(\"TRIALS : Max index : %4d, Max value : %7d\"%(index_max,np.max(signalPSD_Q[j,index_max])))\n",
+ " for n in range(-n_adjacent,n_adjacent+1):\n",
+ " data = signalFFT_Q[j,(index_max+n)%NSF]\n",
+ " dataFloat = simu_FFT [j,(index_max+n)%NSF]\n",
+ " print(\" %3d \\t => %7d \\t+1j*%7d \\t ==> %d \\t\\t Float: %3.4f \\t+1j*%3.4f \\t ==> %d\"%(n,np.real(data),np.imag(data), np.abs(data),np.real(dataFloat),np.imag(dataFloat), np.abs(dataFloat) ))\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 89,
+ "id": "943dd833",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "-15094.313906037045\n",
+ "-7.370270461932151\n",
+ "-7.3688577731306015\n",
+ "-15089.803476562694\n",
+ "-7.368068103790378\n",
+ "-7.368857773130601\n"
+ ]
+ }
+ ],
+ "source": [
+ "Nc = 3\n",
+ "stoEstBin = 1\n",
+ "\n",
+ "iter = min(2,Nsymbols-((Nc-1)))\n",
+ "\n",
+ "stoDataBuffer = np.zeros((2*stoEstBin+1), dtype=np.complex_)\n",
+ "stoDataBufferFloat = np.zeros((2*stoEstBin+1), dtype=np.complex_)\n",
+ "\n",
+ "for it in range(iter):\n",
+ " M_est = 0 #NSF - maxIndex[Nc]\n",
+ " for ip, p in enumerate(range(-stoEstBin,stoEstBin+1)): \n",
+ " stoDataBuffer[ip] = 0\n",
+ " stoDataBufferFloat[ip] = 0\n",
+ " for l in range(0,Nc):\n",
+ " stoDataBuffer[ip] += signalFFT_Q[it+l,(maxIndex[it+l]+p)%NSF]\n",
+ " stoDataBufferFloat[ip] += simu_FFT[it+l,(maxIndex[it+l]+p)%NSF]\n",
+ "\n",
+ " twiddle = np.exp(-1j*2*np.pi*M_est/NSF)\n",
+ " twiddleC = np.exp( 1j*2*np.pi*M_est/NSF)\n",
+ " lambda_sto = - np.real( (twiddleC*stoDataBuffer[2] - twiddle*stoDataBuffer[0]) / (2*stoDataBuffer[1] - twiddleC*stoDataBuffer[2] - twiddle*stoDataBuffer[0]))\n",
+ " lambda_stoFloat = - np.real( (twiddleC*stoDataBufferFloat[2] - twiddle*stoDataBufferFloat[0]) / (2*stoDataBufferFloat[1] - twiddleC*stoDataBufferFloat[2] - twiddle*stoDataBufferFloat[0]))\n",
+ " print(lambda_sto*(2**15))\n",
+ " print(ovs*lambda_sto)\n",
+ " print(ovs*lambda_stoFloat)\n",
+ "\n",
+ "\n",
+ " "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 90,
+ "id": "5be64e95",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "(384,)\n",
+ "(384,)\n",
+ "(6, 64)\n",
+ "[12641.213 15792.847 15816.178 3219.8218 2886.666 16231.787 ]\n",
+ "[63 0 0 10 54 0]\n",
+ "[63 63 0 0 10 54]\n"
+ ]
+ },
+ {
+ "data": {
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",
+ "text/plain": [
+ "<Figure size 2000x600 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "post_fir = read_IQ_outputs_interleaved_2s (\"testvec_files/post_fir.txt\",N)\n",
+ "post_dech = read_IQ_outputs_interleaved_2s (\"testvec_files/post_dech.txt\",N)\n",
+ "post_fft = read_IQ_outputs_interleaved_2s (\"testvec_files/post_fft.txt\",No)\n",
+ "\n",
+ "N_reg_trials = int(np.round(len(post_fft) /NSF))\n",
+ "\n",
+ "post_fir = post_fir [:NSF*N_reg_trials]\n",
+ "post_dech = post_dech [:NSF*N_reg_trials]\n",
+ "post_fft = post_fft [:NSF*N_reg_trials]\n",
+ "post_fft = bitreverse_reorder(post_fft,NSF)\n",
+ "print(np.shape(post_fir))\n",
+ "print(np.shape(post_dech))\n",
+ "print(np.shape(post_fft))\n",
+ "\n",
+ "\n",
+ "\n",
+ "post_fir_reshaped = np.reshape(post_fir, newshape=(N_reg_trials,NSF))\n",
+ "post_dech_reshaped = np.reshape(post_dech, newshape=(N_reg_trials,NSF))\n",
+ "## Perform FFT with SciPy\n",
+ "post_fir_dechirped = post_fir_reshaped*downchirp\n",
+ "post_fir_FFT = fft(post_fir_dechirped,axis=1)\n",
+ "post_dech_FFT = fft(post_dech_reshaped,axis=1)\n",
+ "post_fir_PSD = np.abs(post_fir_FFT) \n",
+ "post_dech_PSD = np.abs(post_dech_FFT) \n",
+ "post_fft_PSD = np.abs(post_fft) \n",
+ "\n",
+ "fig, ax = plt.subplots(1,1, figsize= (20,6))\n",
+ "\n",
+ "for j in range(N_reg_trials,0,-1):\n",
+ " ax.scatter(np.arange(NSF),post_fir_PSD[j-1,:] , color = listColor[j%(len(listColor))], marker=\".\")\n",
+ " ax.scatter(np.arange(NSF),post_dech_PSD[j-1,:], color = listColor[j%(len(listColor))], marker=\"*\")\n",
+ " ax.plot(np.arange(NSF),post_fft_PSD[j-1,:]/np.max(post_fft_PSD)*np.max(post_dech_PSD), color = listColor[j%(len(listColor))])\n",
+ " ax.set_title(\"Output vector\") \n",
+ " ax.set_xlabel(\"Time\")\n",
+ " ax.set_ylabel(\"Amplitude\")\n",
+ "ax.vlines(x=NSF/2 -1, ymin = 0, ymax=np.max(simu_PSD), color = \"black\", linestyles=\"dotted\")\n",
+ " \n",
+ "ax.set_title(\"Output vector\") \n",
+ "ax.set_xlabel(\"Time\")\n",
+ "ax.set_ylabel(\"Amplitude\")\n",
+ "ax.vlines(x=NSF/2 -1, ymin = 0, ymax=np.max(signalPSD), color = \"black\", linestyles=\"dotted\")\n",
+ "\n",
+ "\n",
+ "maxIndex_post = np.argmax(post_dech_PSD, axis=1)\n",
+ "maxIndex_fft = np.argmax(post_fft_PSD, axis=1)\n",
+ "print(np.max(post_fft_PSD,axis=1))\n",
+ "print(maxIndex_fft)\n",
+ "print(maxIndex_post)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 91,
+ "id": "7ca73207",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "12226 ===> 6 \n",
+ "4062 ===> 2 \n",
+ "4111 ===> 2 \n",
+ "-92 ===> 0 \n",
+ "-9 ===> 0 \n",
+ "9 ===> 0 \n"
+ ]
+ }
+ ],
+ "source": [
+ "stoEstBin = 1\n",
+ "\n",
+ "iter = N_reg_trials\n",
+ "\n",
+ "stoDataBuffer = np.zeros((2*stoEstBin+1), dtype=np.complex_)\n",
+ "\n",
+ "for it in range(iter):\n",
+ " M_est = NSF - maxIndex_post[it]\n",
+ " for ip, p in enumerate(range(-stoEstBin,stoEstBin+1)): \n",
+ " stoDataBuffer[ip] = floorc(post_fft[it,(maxIndex_fft[it]+p)%NSF]*4)\n",
+ "\n",
+ " twiddle = np.exp(-1j*2*np.pi*M_est/NSF)\n",
+ " twiddleC = np.exp( 1j*2*np.pi*M_est/NSF)\n",
+ " lambda_sto = - np.real( (twiddleC*stoDataBuffer[2] - twiddle*stoDataBuffer[0]) / (2*stoDataBuffer[1] - twiddleC*stoDataBuffer[2] - twiddle*stoDataBuffer[0]))\n",
+ " num = stoDataBuffer[2] - stoDataBuffer[0]\n",
+ " denum = stoDataBuffer[1] - stoDataBuffer[0] - stoDataBuffer[2]\n",
+ "\n",
+ " print(\"%d ===> %d \"%(lambda_sto*(2**15),np.round(ovs*lambda_sto)))\n",
+ "\n",
+ "\n",
+ " "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 92,
+ "id": "0cc81cad",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "12275 ===> 6 \n",
+ "12226 ===> 6 \n",
+ "4100 ===> 2 \n",
+ "4100 ===> 2 \n",
+ "-97 ===> 0 \n",
+ "-10 ===> 0 \n"
+ ]
+ }
+ ],
+ "source": [
+ "stoEstBin = 1\n",
+ "\n",
+ "iter = N_reg_trials\n",
+ "\n",
+ "stoDataBuffer = np.zeros((2*stoEstBin+1), dtype=np.complex_)\n",
+ "\n",
+ "for it in range(iter):\n",
+ " M_est = 0 #NSF - maxIndex_post[Nc]\n",
+ " for ip, p in enumerate(range(-stoEstBin,stoEstBin+1)): \n",
+ " stoDataBuffer[ip] = post_dech_FFT[it,(maxIndex_post[it]+p)%NSF]\n",
+ "\n",
+ " twiddle = np.exp(-1j*2*np.pi*M_est/NSF)\n",
+ " twiddleC = np.exp( 1j*2*np.pi*M_est/NSF)\n",
+ " lambda_sto = - np.real( (twiddleC*stoDataBuffer[2] - twiddle*stoDataBuffer[0]) / (2*stoDataBuffer[1] - twiddleC*stoDataBuffer[2] - twiddle*stoDataBuffer[0]))\n",
+ " #print(lambda_sto*(2**15))\n",
+ " print(\"%d ===> %d \"%(lambda_sto*(2**15),np.round(ovs*lambda_sto)))\n",
+ "\n",
+ "\n",
+ "\n",
+ " "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 93,
+ "id": "aeec8cb9",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "0.0021225579236771623\n",
+ "0.0\n"
+ ]
+ }
+ ],
+ "source": [
+ "Nc = 3\n",
+ "cfoEstBin = 2\n",
+ "\n",
+ "iter = min(2,Nsymbols-((Nc-1)))\n",
+ "\n",
+ "for it in range(iter):\n",
+ " cfoEst = 0\n",
+ " cfoEst_float = 0\n",
+ " cfoEst_q31 = 0\n",
+ " for l in range(1,Nc):\n",
+ " for p in range(-cfoEstBin,cfoEstBin+1): \n",
+ " val_float =simu_FFT[it+l,(maxIndex[it+l]+p)%NSF]* np.conjugate(simu_FFT[it+l-1,(maxIndex[it+l-1]+p)%NSF])\n",
+ " val = floorc(((signalFFT_Q[it+l,(maxIndex[it+l]+p)%NSF]/(2**Qsw)) * np.conjugate((signalFFT_Q[it+l-1,(maxIndex[it+l-1]+p)%NSF])/(2**Qsw)) ) * (2**13))\n",
+ " val_q31 = floorc(((signalFFT_Q[it+l,(maxIndex[it+l]+p)%NSF]/(2**1)) * np.conjugate((signalFFT_Q[it+l-1,(maxIndex[it+l-1]+p)%NSF])/(2**1)) ) )\n",
+ " cfoEst += val\n",
+ " cfoEst_q31 += val_q31 \n",
+ " cfoEst_float += val_float\n",
+ "\n",
+ "\n",
+ " print(np.angle(cfoEst_q31)*16/(2*np.pi) )\n"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}