From 5ac2b7f575d8a6f30bf660b60824b50b8afb8c90 Mon Sep 17 00:00:00 2001 From: maistriauxp <pol.maistriaux@uclouvain.be> Date: Tue, 13 May 2025 18:20:45 +0200 Subject: [PATCH] Update LoRa tests for demod with decod --- LoRa_check_signal.ipynb | 850 ++++++++++++++++++++++++++++++++++++ LoRa_encoding.ipynb | 681 ++++++++--------------------- lora_coding.py | 352 +++++++++++++++ rtl_files/TF_sim.inc | 4 +- rtl_files/downchirp_sim.inc | 4 +- wuRx_packet.ipynb | 350 ++++++++------- 6 files changed, 1575 insertions(+), 666 deletions(-) create mode 100644 LoRa_check_signal.ipynb create mode 100644 lora_coding.py diff --git a/LoRa_check_signal.ipynb b/LoRa_check_signal.ipynb new file mode 100644 index 0000000..281bd3b --- /dev/null +++ b/LoRa_check_signal.ipynb @@ -0,0 +1,850 @@ +{ + "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 *\n", + "\n", + "from lora_coding import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "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": 3, + "id": "d129b2f7", + "metadata": {}, + "outputs": [], + "source": [ + "ovs = 16" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "e6ad63f4", + "metadata": {}, + "outputs": [], + "source": [ + "fs=125e3 * ovs\n", + "Ts = 1 /fs\n", + "B=125e3 \n", + "\n", + "SF= 7\n", + "NSF= 2**SF\n", + "\n", + "bypassFilter = True\n" + ] + }, + { + "cell_type": "markdown", + "id": "52ae8c51", + "metadata": {}, + "source": [ + "# Input data loading" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "636741c6", + "metadata": {}, + "outputs": [], + "source": [ + "#in_array_off = np.fromfile(open(\"./../stm32lora_capture_sf7_cr45.mat\"), dtype=np.complex64)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "f096fedd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'__header__': b'MATLAB 5.0 MAT-file Platform: nt, Created on: Tue May 6 16:38:39 2025', '__version__': '1.0', '__globals__': [], 'data': array([[-0.00012107+0.00047305j, 0.00031051+0.0006168j ,\n", + " 0.0002676 +0.0006366j , ..., -0.01074952+0.07050373j,\n", + " -0.02063546+0.06781584j, -0.029716 +0.0642658j ]],\n", + " dtype=complex64)}\n" + ] + } + ], + "source": [ + "signal_lora = scipy.io.loadmat(\"./../LoRa_traces/red_CFOstm32lora_capture_sf7_cr45.mat\")\n", + "print(signal_lora)\n", + "in_array_off = np.array(signal_lora['data'][0])" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "e95ef854", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "172011\n" + ] + }, + { + "data": { + "image/png": "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", + "text/plain": [ + "<Figure size 2000x600 with 1 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "time = np.linspace(\n", + " start=0, stop=len(in_array_off) * Ts, num=len(in_array_off), endpoint=True\n", + ")\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=(20, 6))\n", + "\n", + "ax.plot(np.arange(len(in_array_off)),np.real(in_array_off))\n", + "ax.plot(np.arange(len(in_array_off)),np.imag(in_array_off))\n", + "ax.set_ylabel(\"I/Q\")\n", + "ax.set_xlabel(\"Time [s]\")\n", + "\n", + "print(len(time))\n" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "71b6a82a", + "metadata": {}, + "outputs": [], + "source": [ + "N=12\n", + "Q= N-1\n", + "in_sca , to_p , quantif = quantif_twoComplement(in_array_off,N,Q)\n", + "\n", + "format = \"%.\"+str(N//4)+\"x\"\n", + "\n", + "np.savetxt(\"testvec_files/lora_inputs.txt\",quantif ,fmt=format)\n", + "inputs_real_mixed = read_IQ_outputs_interleaved_2s (\"testvec_files/lora_inputs.txt\",N)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "0fbd0452", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "downchirp = np.conjugate(LoRa_refchirp(SF=SF,fs=B,B=B))\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "a5fad2cf", + "metadata": {}, + "outputs": [], + "source": [ + "est_sto=0" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "1560cb13", + "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": 12, + "id": "80133163", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[0 4 8]\n", + "False\n" + ] + } + ], + "source": [ + "Threshold = 1\n", + "n_to_match = 3\n", + "detected_index = (np.arange(n_to_match)*4)%NSF\n", + "\n", + "print(detected_index)\n", + "print(np.all(detected_index == detected_index[0]))\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "25ee5501", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " [44 4 8] ===== 31.83 \n", + " [44 80 8] ===== 35.69 \n", + " [44 80 2] ===== 37.88 \n", + " [67 80 2] ===== 33.05 \n", + " [67 74 2] ===== 32.59 \n", + " [67 74 99] ===== 32.57 \n", + " [53 74 99] ===== 4255.63 \n", + " [53 53 99] ===== 15511.30 \n", + " [53 53 53] ===== 15484.87 \n", + "Signal detected at idx 16384, detection vector [53 53 53]\n", + "172011\n" + ] + }, + { + "data": { + "image/png": "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", + "text/plain": [ + "<Figure size 2000x600 with 1 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Nsamples = len(inputs_real_mixed)\n", + "Nconsumed_samples = 0\n", + "current_index = est_sto\n", + "index_detection = 0\n", + "pointer = 0\n", + "\n", + "while(current_index+NSF*ovs <= Nsamples):\n", + " input_samples = inputs_real_mixed[current_index:current_index+(NSF*ovs):ovs]\n", + " dechirped_samples = input_samples*downchirp\n", + " dataFFT = fft(dechirped_samples)\n", + " ## Get power spectral density\n", + " dataPSD = np.abs(dataFFT) \n", + " argMaxData = np.argmax(dataPSD)\n", + " detected_index[pointer] = argMaxData\n", + " pointer = (pointer +1)%n_to_match\n", + "\n", + " print(\" %s ===== %.2f \" %(detected_index, dataPSD[argMaxData]))\n", + " if (np.std(detected_index) < 1) and (dataPSD[argMaxData]>Threshold):\n", + " index_detection = current_index\n", + " print(\"Signal detected at idx %d, detection vector %s\"%(index_detection, detected_index))\n", + " break\n", + " current_index = current_index +NSF*ovs\n", + "\n", + "time = np.linspace(\n", + " start=0, stop=len(in_array_off) * Ts, num=len(in_array_off), endpoint=True\n", + ")\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=(20, 6))\n", + "\n", + "ax.plot(np.arange(len(in_array_off)),np.real(in_array_off))\n", + "ax.plot(np.arange(len(in_array_off)),np.imag(in_array_off))\n", + "ax.vlines(x=index_detection,ymin=-2,ymax=2)\n", + "ax.vlines(x=(index_detection-NSF*ovs)%(len(in_array_off)),ymin=-2,ymax=2)\n", + "ax.set_ylabel(\"I/Q\")\n", + "ax.set_xlabel(\"Time [s]\")\n", + "\n", + "print(len(time))\n" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "ba0a454a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "172011\n" + ] + }, + { + "data": { + "image/png": "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", + "text/plain": [ + "<Figure size 2000x600 with 1 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "packet_data = in_array_off[index_detection: index_detection+(NSF*ovs*140)]\n", + "\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=(20, 6))\n", + "\n", + "ax.plot(np.arange(len(packet_data)),np.real(packet_data))\n", + "ax.plot(np.arange(len(packet_data)),np.imag(packet_data))\n", + "\n", + "ax.set_ylabel(\"I/Q\")\n", + "ax.set_xlabel(\"Time [s]\")\n", + "\n", + "print(len(time))\n" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "7983b43d", + "metadata": {}, + "outputs": [], + "source": [ + "use_twiddle = True\n", + "stoEstBinEval = 1\n", + "cfoEstBin = 2\n", + "Nc_fcfo = 3" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "c5e47827", + "metadata": {}, + "outputs": [], + "source": [ + "def estimate_fcfo(data, maxData,NSF,Nc,cfoEstBin):\n", + " cfoEst = 0\n", + " for l in range(1,Nc+1):\n", + " #print(data[l,(maxData[l])%NSF])\n", + " for p in range(-cfoEstBin,cfoEstBin+1): \n", + " val = data[l,(maxData[l]+p)%NSF] * np.conjugate(data[l-1,(maxData[l-1]+p)%NSF])\n", + " cfoEst += val \n", + " \n", + " return np.angle(cfoEst)/(2*np.pi)\n", + "\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "9fc16403", + "metadata": {}, + "outputs": [], + "source": [ + "def estimate_fsto(NSF, datam1,data0,datap1, maxIdx, ovs ):\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", + " sto_eval = - np.real( (twiddleC*datap1 - twiddle*datam1) / (2*data0 - twiddleC*datap1 - twiddle*datam1))\n", + " polyphase = -int(np.round(sto_eval*ovs))\n", + " return sto_eval, polyphase\n", + " \n", + "\n", + "def estimate_fsto(NSF, datam1,data0,datap1, maxIdx, ovs ):\n", + " sto_eval = np.real( (np.abs(datap1) - np.abs(datam1)) / (2*np.abs(data0) - np.abs(datap1) - np.abs(datam1)))\n", + " polyphase = -int(np.round(sto_eval*ovs))\n", + " return sto_eval, polyphase\n", + "\n", + "def estimate_fsto2(NSF, vR,v,vL ):\n", + " num = vR-vL\n", + " denum = (v<<1) - vL\n", + " denum = denum - vR\n", + " this_lambda = num*(2**15)/denum\n", + " return this_lambda\n", + "\n", + "#def estimate_fsto(NSF, datam1,data0,datap1, maxIdx, ovs ):\n", + "#\n", + "# u = 64 * NSF / (np.pi**5 + 32*np.pi)\n", + "# v = u * (np.pi**2)/4\n", + "# Y_1 = np.abs(datam1)**2\n", + "# Y0 = np.abs(data0)**2\n", + "# Y1 = np.abs(datap1)**2\n", + "# wa = (Y1 - Y_1) / (u * (Y1 + Y_1) + v * Y0)\n", + "# ka = wa * NSF / np.pi\n", + "# k_residual = ((maxIdx + ka) / 2) % 1\n", + "# if k_residual > 0.5 :\n", + "# sto_frac = k_residual - 1 \n", + "# else : \n", + "# sto_frac = k_residual \n", + "# return sto_frac, int(np.round(sto_frac*ovs))\n", + "\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "2aef52d4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "-19216.26868620349\n", + "19216.26868620349\n" + ] + } + ], + "source": [ + "print(estimate_fsto2(NSF, 753,3162,2534 ))\n", + "\n", + "val , poly = estimate_fsto(NSF,753,3162,2534,0,16)\n", + "print(val*(2**15))" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "d465e99f", + "metadata": {}, + "outputs": [], + "source": [ + "def estimate_L(NSF, sup, sdown ):\n", + " k = (sup + sdown) %NSF\n", + " if sdown < int(NSF//2):\n", + " Lcfo = int(np.floor(sdown/2))\n", + " else : \n", + " Lcfo = int(np.floor((sdown-NSF)/2))\n", + "\n", + " Lsto = (sup - Lcfo)%NSF\n", + " return Lcfo, Lsto\n", + " \n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "2e613803", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Signal detected at idx 16384, detection vector [53 53 53]\n", + "2: Estimated fCFO 0.14\n", + "2: Estimated fSTO -0.13, poly : 2\n", + "3: Correct LSTO 53.00\n", + "9: Network IDs: [ 8. 16.]\n", + "11: sup 0 \t sdown 44\n", + "11: LSTO 106 w2.25: 54\n", + "11: LCFO 22 \t CFO 21484.38\n", + "12: Estimated fSTO -0.02, poly : 0\n" + ] + } + ], + "source": [ + " \n", + "Nsamples = len(inputs_real_mixed)\n", + "Nconsumed_samples = 0\n", + "current_index = est_sto\n", + "Ntrials_eval = int(np.round(len(inputs_real_mixed) /NSF))\n", + "res_fft = np.zeros((Ntrials_eval,NSF) , dtype=np.complex_)\n", + "maxIndex_iter = np.zeros((Ntrials_eval), dtype = np.int64)\n", + "stoEval_iter = np.zeros((Ntrials_eval))\n", + "\n", + "sdown = 0\n", + "sup = 0\n", + "\n", + "network_id_est = np.zeros(2)\n", + "network_id_index= 0\n", + "downc_id_est = np.zeros(2)\n", + "downc_id_index= 0\n", + "\n", + "symbols_est = []\n", + "\n", + "Threshold = 1\n", + "n_to_match = 3\n", + "detected_index = (np.arange(n_to_match)*4)%NSF\n", + "pointer = 0\n", + "\n", + "fcfo_correction=0\n", + "Lcfo = 0\n", + "index_trials=0\n", + "stoDataBufferEval = np.zeros((2*stoEstBinEval+1), dtype=np.complex_)\n", + "\n", + "detected = False\n", + "correct_fcfo = False\n", + "correct_lsto = False\n", + "correct_fsto = False\n", + "waiting_nid = False\n", + "starting_nid = False\n", + "get_nid = False\n", + "downchirping = False \n", + "est_symbol = False\n", + "finished_upchirp = False\n", + "first_symbol = False\n", + "first_downchirp = False\n", + "\n", + "current_idx = 0\n", + "\n", + "data_in = np.copy(inputs_real_mixed)\n", + "t_cfo = np.linspace(0,stop = NSF*(1/B),num = NSF,endpoint=False) \n", + "maxVal = 0\n", + "\n", + "while(current_index+NSF*ovs <= Nsamples): \n", + " input_samples = data_in[current_index:current_index+(NSF*ovs):ovs]*np.exp(2j*np.pi*B*(fcfo_correction)*t_cfo/NSF)\n", + " if downchirping :\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", + " detected_index[pointer] = argMaxData\n", + " if (np.std(detected_index) < 1) and (dataPSD[argMaxData]>Threshold) and (detected ==False):\n", + " index_detection = current_index\n", + " print(\"Signal detected at idx %d, detection vector %s\"%(index_detection, detected_index))\n", + " detected = True\n", + " index_trials = n_to_match-1\n", + "\n", + " if detected :\n", + " if index_trials == Nc_fcfo-1 :\n", + " correct_fcfo = True\n", + " \n", + " if est_symbol:\n", + " symbols_est.append(argMaxData)\n", + "\n", + " if not finished_upchirp: \n", + " sup = argMaxData\n", + " maxVal = dataPSD[argMaxData]\n", + " \n", + " lambda_sto_eval, polyphase = estimate_fsto(NSF,dataFFT[(argMaxData-1)%NSF],dataFFT[(argMaxData)%NSF],dataFFT[(argMaxData+1)%NSF],argMaxData,ovs)\n", + " \n", + " stoEval_iter[index_trials] = polyphase\n", + " ############################\n", + " # Frac CFO \n", + " ############################\n", + " if correct_fcfo and (current_idx != index_trials):\n", + " fcfo_eval = estimate_fcfo(res_fft, maxIndex_iter,NSF,Nc_fcfo,cfoEstBin)\n", + " print(\"%d: Estimated fCFO %.2f\" %(index_trials,fcfo_eval))\n", + " print(\"%d: Estimated fSTO %.2f, poly : %d\" %(index_trials,lambda_sto_eval, polyphase))\n", + " current_index+= polyphase\n", + " fcfo_correction = 0#-fcfo_eval\n", + " correct_lsto = True\n", + " correct_fsto = True\n", + " correct_fcfo = False\n", + " current_idx = index_trials\n", + " ############################\n", + " # Integer STO \n", + " ############################\n", + " if correct_lsto and (current_idx != index_trials):\n", + " print(\"%d: Correct LSTO %.2f\" %(index_trials,argMaxData))\n", + " current_index+= ovs*(NSF-argMaxData)\n", + " correct_lsto = False\n", + " if not est_symbol:\n", + " waiting_nid = True\n", + " current_idx = index_trials\n", + " correct_fsto = False\n", + " else:\n", + " correct_fsto = False\n", + " ############################\n", + " # Frac STO \n", + " ############################\n", + " if correct_fsto and (current_idx != index_trials):\n", + " print(\"%d: Estimated fSTO %.2f, poly : %d\" %(index_trials,lambda_sto_eval, polyphase))\n", + " current_index+= polyphase\n", + " if not est_symbol:\n", + " waiting_nid = True\n", + " current_idx = index_trials\n", + " correct_fsto = False\n", + " else:\n", + " correct_fsto = False\n", + " ############################\n", + " # Network IDs\n", + " ############################\n", + " if starting_nid and (current_idx != index_trials) :\n", + " if (dataPSD[argMaxData] > 0.5 * maxVal) and (np.abs((sup - argMaxData)) > 1 ) :\n", + " get_nid = True\n", + " if (get_nid):\n", + " network_id_est[network_id_index] = argMaxData\n", + " network_id_index+=1\n", + " if (network_id_index==2):\n", + " starting_nid= False\n", + " get_nid=False\n", + " downchirping = True\n", + " print(\"%d: Network IDs: %s\"%(index_trials,network_id_est))\n", + " current_idx = index_trials\n", + "\n", + " elif waiting_nid and (current_idx != index_trials):\n", + " starting_nid = True\n", + " waiting_nid=False\n", + " finished_upchirp = True\n", + " current_idx = index_trials\n", + "\n", + " ############################\n", + " # Downchirps\n", + " ############################\n", + " \n", + " if downchirping and (current_idx != index_trials):\n", + " downc_id_est[downc_id_index] = argMaxData\n", + " downc_id_index+=1\n", + " sdown = argMaxData\n", + " current_idx = index_trials\n", + "\n", + " if first_downchirp:\n", + " Lcfo,Lsto = estimate_L(NSF, sup, sdown )\n", + " print(\"%d: sup %d \\t sdown %d\" %(index_trials,sup,sdown))\n", + " print(\"%d: LSTO %d w2.25: %d\"%(index_trials,Lsto,(-Lsto+0.25*NSF)%NSF))\n", + " print(\"%d: LCFO %d \\t CFO %.2f\"%(index_trials,Lcfo,Lcfo*B/(NSF)))\n", + " est_symbol=True\n", + " downchirping=False\n", + " correct_fsto=True\n", + " first_symbol =True\n", + " current_index+= (int(-Lsto*ovs)+int(0.25*NSF*ovs))%(NSF*ovs)\n", + "\n", + " first_downchirp = True\n", + "\n", + " pointer = (pointer +1)%n_to_match\n", + " current_index = current_index +NSF*ovs\n", + " index_trials +=1\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "a36f32f9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[44 80 2 53 0 0 0 0 8 16 44 44 67 71 55 35]\n", + "##################### : MaxIdx\n", + "[ 44 80 2 53 0 0 0 0 8 16 44 44 67 71 55 35 3 123\n", + " 47 95 107 89 29 96 46 63 79 36 2 99 67 45 123 102 88 92\n", + " 28 95 81 27 48 106 26 60 45 50 121 84 54 100 20 40 62 84\n", + " 121 10 106 63 54 110 101 93 106 22 95 63 4 113 93 124 108 51\n", + " 22 32 36 75]\n", + "##################### : FSTO EVAL\n", + "[ 0. 0. 2. 0. 0. 0. 0. 0. 1. 1. -7. -1. 0. 0. 0. 0. 0. 0.\n", + " 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0.\n", + " 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0.\n", + " 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0.\n", + " 0. 0. 0. 0.]\n", + "##################### : Network IDs\n", + "[ 8. 16.]\n", + "##################### : Downchirps\n", + "[44. 44.]\n", + "##################### : Symbols received\n", + "[67, 71, 55, 35, 3, 123, 47, 95, 107, 89, 29, 96, 46, 63, 79, 36, 2, 99, 67, 45, 123, 102, 88, 92, 28, 95, 81, 27, 48, 106, 26, 60, 45, 50, 121, 84, 54, 100, 20, 40, 62, 84, 121, 10, 106, 63, 54, 110, 101, 93, 106, 22, 95, 63, 4, 113, 93, 124, 108, 51, 22, 32, 36, 75]\n", + "##################### : Symbols CFO compensated\n", + "[ 45 49 33 13 109 101 25 73 85 67 7 74 24 41 57 14 108 77\n", + " 45 23 101 80 66 70 6 73 59 5 26 84 4 38 23 28 99 62\n", + " 32 78 126 18 40 62 99 116 84 41 32 88 79 71 84 0 73 41\n", + " 110 91 71 102 86 29 0 10 14 53]\n", + "#####################\n", + "Payload len : 65 \n", + "Code rate : 4/5\n", + "Header CRC : 30 vs 30\n", + "CRC is enabled : [] vs [ 4 13 15 6]\n", + "Mais vous savez moi je ne crois pas qu\n" + ] + }, + { + "data": { + "image/png": "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", + "text/plain": [ + "<Figure size 2000x600 with 1 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "symbols_estimated = (np.array(symbols_est) - Lcfo)%NSF\n", + "\n", + "res_fft_reshaped = np.reshape(res_fft, newshape=(Ntrials_eval,NSF))\n", + "fig, ax = plt.subplots(1,1, figsize= (20,6))\n", + "\n", + "#index_trials_display = np.arange(index_trials)\n", + "index_trials_display = np.array([0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15])\n", + "print(maxIndex_iter[index_trials_display])\n", + "for j in index_trials_display:\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", + "offset = 0\n", + "symbols_to_decode = (np.array(symbols_estimated)-offset)%NSF \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 received\")\n", + "print(symbols_est)\n", + "print(\"##################### : Symbols CFO compensated\")\n", + "print(symbols_to_decode)\n", + "print(\"#####################\")\n", + "\n", + "CR = 1\n", + "CRC_EN = 1\n", + "LDRO = 0\n", + "symbols_to_payload(symbols_to_decode,SF,LDRO)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "1b9c4284", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "66\n", + "[ 93 9 61 1 105 21 37 41 85 67 7 74 24 41 57 14 108 77\n", + " 45 23 101 80 66 70 6 73 59 5 26 84 4 38 23 28 99 62\n", + " 32 78 126 18 40 62 99 116 84 41 32 88 79 71 84 0 73 41\n", + " 110 91 71 102 86 29 0 10 14 53 94 26 39 35 96 99 71 93\n", + " 42 2 64 73 20 20 121 38 73 64 111 37 126 70 2 36 87 7\n", + " 115 82 34 53 70 87 121 30 45 115 67 61 3 8 126 127 64 48]\n", + "[ 45 49 33 13 109 101 25 73 85 67 7 74 24 41 57 14 108 77\n", + " 45 23 101 80 66 70 6 73 59 5 26 84 4 38 23 28 99 62\n", + " 32 78 126 18 40 62 99 116 84 41 32 88 79 71 84 0 73 41\n", + " 110 91 71 102 86 29 0 10 14 53]\n" + ] + } + ], + "source": [ + "text = \"Mais vous savez moi je ne crois pas qu il y ait de bonne ou de mauvaise situation. Moi si je devais resumer ma vie aujourd hui avec vous, je dirais que c est d abord des rencontres, des gens qui m ont tendu la main, peut etre a un moment ou je ne pouvais pas ou j etais seul chez moi. Et c est assez curieux de se dire que les hasards les rencontres forgent une destinee. Parce que quand on a le gout de la chose, quand on a le gout de la chose bien faite le beau geste parfois on ne trouve pas l interlocuteur en face je dirais le miroir qui vous aide a avancer. Alors ce n est pas mon cas comme je le disais la puisque moi au contraire j ai pu et je dis merci a la vie je lui dis merci je chante la vie je danse la vie. Je ne suis qu amour. Et finalement quand beaucoup de gens aujourd hui me disent Mais comment fais tu pour avoir cette humanite. \"\n", + "length_text = 66\n", + "input_data = np.array([ord(character) for character in text[:length_text]], dtype=np.int8)\n", + "print(len(input_data))\n", + "\n", + "\n", + "symbols = payload_to_symbol(input_data, SF, CR, CRC_EN, LDRO)\n", + "print(symbols)\n", + "print((np.array(symbols_estimated)-offset)%NSF)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "b9b3cdfa", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Payload len : 65 \n", + "Code rate : 4/5\n", + "Header CRC : 30 vs 30\n", + "CRC is enabled : [] vs [ 4 13 15 6]\n", + "Mais vous savez moi je ne crois pas qu\n", + "Payload len : 66 \n", + "Code rate : 4/5\n", + "Header CRC : 17 vs 17\n", + "CRC is enabled : [ 0 2 14 7] vs [ 0 2 14 7]\n", + "Mais vous savez moi je ne crois pas qu il y ait de bonne ou de mau\n" + ] + } + ], + "source": [ + "offset = 0\n", + "symbols_to_payload(symbols_to_decode,SF,LDRO)\n", + "\n", + "symbols_to_payload(symbols,SF,LDRO)\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": "3.9.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/LoRa_encoding.ipynb b/LoRa_encoding.ipynb index c5f245b..654b028 100644 --- a/LoRa_encoding.ipynb +++ b/LoRa_encoding.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 131, + "execution_count": 10, "id": "3202ec29", "metadata": {}, "outputs": [], @@ -27,421 +27,29 @@ "from scipy import special\n", "\n", "\n", - "from wuRx_lib import *" + "from lora_coding 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", + "execution_count": 11, + "id": "3cccfbaa", "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" + "65\n" ] } ], "source": [ - "SF = 7\n", - "CR = 3\n", + "text = \"Mais vous savez moi je ne crois pas qu il y ait de bonne ou de ma\"\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", + "length_text = 65\n", + "input_data = np.array([ord(character) for character in text[:length_text]], dtype=np.int8)\n", + "print(len(input_data))\n", "\n", "CR = 1\n", "CRC_EN = 1\n", @@ -452,163 +60,214 @@ }, { "cell_type": "code", - "execution_count": 153, - "id": "44dd50a2", + "execution_count": 12, + "id": "65db24cb", "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" + "Number of symbols in payload :108 \n", + "Number of symbols in packets :122 \n", + "[ 45 49 33 13 109 101 25 73 85 67 7 74 24 41 57 14 108 77\n", + " 45 23 101 80 66 70 6 73 59 5 26 84 4 38 23 28 99 62\n", + " 32 78 126 18 40 62 99 116 84 41 32 88 79 71 84 0 73 41\n", + " 110 91 71 102 86 29 0 10 14 53 94 26 39 35 96 99 71 93\n", + " 42 2 64 73 20 20 121 38 73 64 111 37 126 70 2 36 87 7\n", + " 115 82 34 53 70 87 121 30 52 94 67 49 1 2 0 64 32 1]\n", + "45, 49, 33, 13, 109, 101, 25, 73, 85, 67, 7, 74, 24, 41, 57, 14, 108, 77, 45, 23, 101, 80, 66, 70, 6, 73, 59, 5, 26, 84, 4, 38, 23, 28, 99, 62, 32, 78, 126, 18, 40, 62, 99, 116, 84, 41, 32, 88, 79, 71, 84, 0, 73, 41, 110, 91, 71, 102, 86, 29, 0, 10, 14, 53, 94, 26, 39, 35, 96, 99, 71, 93, 42, 2, 64, 73, 20, 20, 121, 38, 73, 64, 111, 37, 126, 70, 2, 36, 87, 7, 115, 82, 34, 53, 70, 87, 121, 30, 52, 94, 67, 49, 1, 2, 0, 64, 32, 1, \n", + "\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" + "symbols = payload_to_symbol(input_data, SF, CR, CRC_EN, LDRO)\n", + "print(\"Number of symbols in payload :%d \"%(len(symbols)))\n", + "print(\"Number of symbols in packets :%d \"%(len(symbols)+10+4.5))\n", + "\n", + "print(symbols)\n", + "text= \"\"\n", + "for i, sym in enumerate(symbols):\n", + " text += str(sym)+\", \"\n", + "print(text)\n", + "print()" ] }, { "cell_type": "code", - "execution_count": 164, - "id": "d1bb5395", + "execution_count": 49, + "id": "3a370f3b", "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" - ] - } - ], + "outputs": [], "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", + "def symbols_to_payload(symbols,SF,LDRO, verbose = False):\n", + " ldro_hdr = 1 if SF>6 else 0\n", + " degrayed_symbols = gray_map(symbols,SF)\n", + " if verbose:\n", + " print(\"Degrayed symbols :\")\n", + " print(\"------------------------------\")\n", + " print(degrayed_symbols)\n", + " print(\"---------------------------------\")\n", + "\n", + " first_block = deinterleave(degrayed_symbols[:8],SF,4,ldro_hdr)\n", + " firstBlen = len(first_block)\n", + " decoded_hdr = hamming_decode(first_block,4)\n", + "\n", + " dec_hdr_len = (decoded_hdr[0]<<4)|(decoded_hdr[1])\n", + " dec_crc_en = (decoded_hdr[2] & 0x01)\n", + " dec_hdr_cr = (decoded_hdr[2] >>1) & 0x03\n", + " dec_hdr_crc =((decoded_hdr[3] & 0x01) << 4) | decoded_hdr[4]\n", + " hdrCRC3,hdrCRC4 = hdr_crc(decoded_hdr[0:3])\n", + " rec_hdr_cr = (hdrCRC3<< 4) | hdrCRC4\n", + " \n", + " \n", + " n_received_blocks = int((len(degrayed_symbols)-8)/(4+dec_hdr_cr))\n", + "\n", + " print(\"Nblocks :\")\n", + " print(\"%d\"%(n_received_blocks))\n", + " print(\"%.2f\"%((dec_hdr_len+2)*2*(4+dec_hdr_cr)/(SF*(4+dec_hdr_cr))))\n", + "\n", + " n_received_blocks = int(np.ceil((dec_hdr_len+2)*2/(SF)))\n", + "\n", + " other_blocks = np.zeros((n_received_blocks*(SF- 2*LDRO)),dtype=np.int16)\n", + "\n", + " sf = SF - 2*LDRO\n", + " if verbose:\n", + " print(\"Deinterleaved symbols\")\n", + " print(\"----------1st block ----------\")\n", + " print(first_block)\n", + " print(\"----------Other block ----------\")\n", + " for i in range(n_received_blocks):\n", + " other_blocks[i*sf : (i+1)*sf] = deinterleave(degrayed_symbols[8+i*(4+dec_hdr_cr) : 8+(i+1)*(4+dec_hdr_cr)],SF,dec_hdr_cr,LDRO )\n", + " if verbose:\n", + " print(other_blocks[i*sf : (i+1)*sf])\n", + " \n", + " decoded_pay = np.concatenate((decoded_hdr[5:],hamming_decode(other_blocks,dec_hdr_cr)))\n", "\n", - "print(binary_symbols)\n", - "symbols = gray_demap(binary_symbols,SF)\n", - "print(symbols)" + " if verbose:\n", + " print(\"Decoded payload\")\n", + " print(\"------------------------------\")\n", + " print(decoded_pay)\n", + " print(\"------------------------------\")\n", + " \n", + " dewhitened_payload = dewhitening_lfsr(decoded_pay)\n", + " \n", + " if verbose:\n", + " print(\"Dewhitened payload\")\n", + " print(\"------------------------------\")\n", + " print(dewhitened_payload)\n", + " print(\"------------------------------\")\n", + "\n", + " print(\"Payload len : %d \"%(dec_hdr_len))\n", + " print(\"Code rate : 4/%d\"%(4+dec_hdr_cr))\n", + " print(\"Header CRC : %d vs %d\"%(dec_hdr_crc,rec_hdr_cr))\n", + " if dec_crc_en : \n", + " idx = dec_hdr_len*2\n", + " rec_data_crc = compute_crc(dewhitened_payload[:dec_hdr_len])\n", + " print(\"CRC is enabled : %s vs %s\"%(decoded_pay[idx:idx+4],rec_data_crc))\n", + "\n", + " print(''.join(chr(d) for d in dewhitened_payload[:dec_hdr_len]))\n", + "\n", + "#################################################################################" ] }, { "cell_type": "code", - "execution_count": 176, - "id": "7672d980", + "execution_count": 50, + "id": "18ef971b", "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" + "[ 6 5 8 14]\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)" + "print(compute_crc([ 38, 185,114, 228]))" ] }, { "cell_type": "code", - "execution_count": 178, - "id": "fd7d545c", + "execution_count": 51, + "id": "062758db", "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" + "Degrayed symbols :\n", + "------------------------------\n", + "[ 58 40 48 10 90 86 20 108 126 99 5 109 28 60 36 11 94 106\n", + " 58 29 86 104 97 103 7 108 39 6 21 122 2 55 29 22 83 35\n", + " 16 107 67 25 52 35 83 74 122 60 16 124 105 101 122 64 108 60\n", + " 91 119 101 87 127 18 64 13 11 46 115 21 53 51 112 83 101 114\n", + " 61 1 32 108 26 26 68 55 108 32 89 54 67 103 1 50 125 5\n", + " 75 121 49 46 103 125 68 19 42 115 99 40 0 1 64 32 16 0\n", + " 64 64 64 64 64 64 64 64 64 64]\n", + "---------------------------------\n", + "Nblocks :\n", + "22\n", + "19.14\n", + "Deinterleaved symbols\n", + "----------1st block ----------\n", + "[ 45 139 197 139 116]\n", + "----------Other block ----------\n", + "[ 9 27 30 18 20 18 27]\n", + "[ 3 0 23 29 18 23 10]\n", + "[ 0 30 3 29 29 24 6]\n", + "[20 30 24 10 6 23 17]\n", + "[27 3 24 6 27 10 9]\n", + "[15 24 29 5 17 9 0]\n", + "[20 27 0 3 15 9 20]\n", + "[15 17 9 17 12 12 29]\n", + "[29 12 3 29 0 20 29]\n", + "[12 15 30 23 29 27 5]\n", + "[17 20 24 18 17 27 18]\n", + "[10 27 29 18 5 27 12]\n", + "[15 15 15 0 23 24 17]\n", + "[23 5 0 0 6 5 10]\n", + "[ 5 15 24 9 5 12 24]\n", + "[12 29 29 6 20 17 0]\n", + "[18 15 23 30 17 20 18]\n", + "[12 29 30 24 5 23 12]\n", + "[12 30 12 20 0 24 10]\n", + "[30 0 0 0 0 0 0]\n", + "Decoded payload\n", + "------------------------------\n", + "[ 2 11 15 9 5 9 11 8 0 13 7 9 13 10 0 15 8 7 7 3 12 5 15 3\n", + " 10 12 13 1 11 8 3 12 11 10 2 14 3 7 4 1 2 0 5 11 0 8 14 2\n", + " 5 14 1 2 1 6 6 7 7 6 8 7 0 5 7 6 14 15 13 7 11 4 1 5\n", + " 3 9 1 11 9 10 11 7 9 4 11 6 14 14 14 0 13 3 1 13 4 0 0 12\n", + " 4 10 4 14 3 2 4 6 3 6 7 7 12 5 1 0 9 14 13 15 1 5 9 6\n", + " 7 15 3 4 13 6 6 15 6 5 0 3 10 15 0 0 0 0 0 0]\n", + "------------------------------\n", + "Dewhitened payload\n", + "------------------------------\n", + "[ 77 97 105 115 32 118 111 117 115 32 115 97 118 101 122 32 109 111\n", + " 105 32 106 101 32 110 101 32 99 114 111 105 115 32 112 97 115 32\n", + " 113 117 32 105 108 32 121 32 97 105 116 32 100 101 32 98 111 110\n", + " 110 101 32 111 117 32 100 101 32 109 97 94 38 185 114 228]\n", + "------------------------------\n", + "Payload len : 65 \n", + "Code rate : 4/5\n", + "Header CRC : 30 vs 30\n", + "CRC is enabled : [ 0 3 10 15] vs [ 0 3 10 15]\n", + "Mais vous savez moi je ne crois pas qu il y ait de bonne ou de ma\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)" + "new_symbols = np.zeros((len(symbols)+10), dtype =int)\n", + "new_symbols[:len(symbols)] = symbols\n", + "symbols_to_payload(new_symbols,SF,LDRO, verbose=True)\n" ] } ], @@ -628,7 +287,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.9.13" } }, "nbformat": 4, diff --git a/lora_coding.py b/lora_coding.py new file mode 100644 index 0000000..4c525e5 --- /dev/null +++ b/lora_coding.py @@ -0,0 +1,352 @@ +import numpy as np + +def hdr_crc(m_header): + c4 = (m_header[0] & 0b1000) >> 3 ^ (m_header[0] & 0b0100) >> 2 ^ (m_header[0] & 0b0010) >> 1 ^ (m_header[0] & 0b0001) + c3 = (m_header[0] & 0b1000) >> 3 ^ (m_header[1] & 0b1000) >> 3 ^ (m_header[1] & 0b0100) >> 2 ^ (m_header[1] & 0b0010) >> 1 ^ (m_header[2] & 0b0001) + c2 = (m_header[0] & 0b0100) >> 2 ^ (m_header[1] & 0b1000) >> 3 ^ (m_header[1] & 0b0001) ^ (m_header[2] & 0b1000) >> 3 ^ (m_header[2] & 0b0010) >> 1 + c1 = (m_header[0] & 0b0010) >> 1 ^ (m_header[1] & 0b0100) >> 2 ^ (m_header[1] & 0b0001) ^ (m_header[2] & 0b0100) >> 2 ^ (m_header[2] & 0b0010) >> 1 ^ (m_header[2] & 0b0001) + c0 = (m_header[0] & 0b0001) ^ (m_header[1] & 0b0010) >> 1 ^ (m_header[2] & 0b1000) >> 3 ^ (m_header[2] & 0b0100) >> 2 ^ (m_header[2] & 0b0010) >> 1 ^ (m_header[2] & 0b0001) + + m_header3 = c4 + m_header4 = c3 << 3 | c2 << 2 | c1 << 1 | c0 + return m_header3, m_header4 + +def calculate_hdr(payload_len, CR, CRC_EN): + header_len_nibbles = 5 + header = np.zeros((5), dtype =np.int16) + header[0] = (payload_len & 0xF0) >>4 + header[1] = payload_len & 0x0F + header[2] = ((CR & 0x07) << 1) | (CRC_EN & 0x01) + + header_to_crc_calc = (header[2]<<8) | (header[1]<<4) | (header[0]) + header[3], header[4] = hdr_crc(header[0:3]) + + return header + +##################################################################################### + +def crc16(val, new_byte): + for i in range(8): + if (((val & 0x8000) >> 8) ^ (new_byte & 0x80)): + val = (val << 1) ^ 0x1021 + else: + val = (val << 1) + new_byte = new_byte << 1 + return val & 0xFFFF + + +def compute_crc(payload): + n_bytes = len(payload) + crc = 0x0000 + #calculate CRC on the N-2 firsts data bytes using Poly=1021 Init=0000 + for i in range( n_bytes-2): + crc = crc16(crc, payload[i]) + + + #XOR the obtained CRC with the last 2 data bytes + crc = crc ^ payload[n_bytes-1] ^ (payload[n_bytes-2]<<8) + + + data_crc = np.zeros((4), dtype =np.int8) + data_crc[0] = crc & 0x000F + data_crc[1] = (crc & 0x00F0) >>4 + data_crc[2] = (crc & 0x0F00) >>8 + data_crc[3] = (crc & 0xF000) >>12 + return data_crc + +##################################################################################### + +def gray_map(data, SF): + syms = np.copy(data) + for i in range(len(syms)): + syms[i] = (syms[i] - 1) % (1 << SF) # Perform modulo operation + syms[i] = syms[i] ^ (syms[i] >> 1) # Convert to Gray code + return syms + +def gray_demap(data, SF): + syms = np.copy(data) + for i in range(len(data)): + s = syms[i] + for j in range(1, SF): + s = s ^ (syms[i] >> j) # Iteratively XOR with shifted versions + syms[i] = (s + 1) % (1 << SF) # Restore binary and modulo operation + return syms + +##################################################################################### + + +def xor_integer_bits(n, num_bits): + result = 0 + for i in range(num_bits): + # Extract the i-th bit using bitwise AND and right-shift operations + bit = (n >> i) & 1 + # XOR the bit with the result + result ^= bit + return result + + +def interleave(codewords, SF, CR, LDRO): + if LDRO: + sf = SF - 2 + else: + sf = SF + + ppm = 4 + CR + syms = np.zeros((ppm), dtype =np.int16) + for i in range(ppm): + for j in range(sf): + bit = (codewords[(i - j - 1) % sf] >> (ppm - 1 - i)) & 1 # Extract the specific bit + syms[i] |= (bit << (sf - j - 1 )) # Set the corresponding bit in syms + + if LDRO : + par = xor_integer_bits(syms[i], sf) + syms[i] = (syms[i] << 2 ) | (par<<1) + + return syms + + + +def deinterleave(syms, SF, CR, LDRO): + if LDRO: + sf = SF - 2 + ldro_offset = 2 + else: + sf = SF + ldro_offset = 0 + + ppm = 4 + CR + + codewords = np.zeros((sf), dtype =np.int16) + + for i in range(ppm): + for j in range(sf): + bit = (syms[i] >> (sf - j - 1 + ldro_offset)) & 1 + codewords[(i-j-1)% sf] |= (bit << (ppm - 1 - i)) + + return codewords + +##################################################################################### + +whitening_seq = [ + 0xFF, 0xFE, 0xFC, 0xF8, 0xF0, 0xE1, 0xC2, 0x85, 0x0B, 0x17, 0x2F, 0x5E, 0xBC, 0x78, 0xF1, 0xE3, + 0xC6, 0x8D, 0x1A, 0x34, 0x68, 0xD0, 0xA0, 0x40, 0x80, 0x01, 0x02, 0x04, 0x08, 0x11, 0x23, 0x47, + 0x8E, 0x1C, 0x38, 0x71, 0xE2, 0xC4, 0x89, 0x12, 0x25, 0x4B, 0x97, 0x2E, 0x5C, 0xB8, 0x70, 0xE0, + 0xC0, 0x81, 0x03, 0x06, 0x0C, 0x19, 0x32, 0x64, 0xC9, 0x92, 0x24, 0x49, 0x93, 0x26, 0x4D, 0x9B, + 0x37, 0x6E, 0xDC, 0xB9, 0x72, 0xE4, 0xC8, 0x90, 0x20, 0x41, 0x82, 0x05, 0x0A, 0x15, 0x2B, 0x56, + 0xAD, 0x5B, 0xB6, 0x6D, 0xDA, 0xB5, 0x6B, 0xD6, 0xAC, 0x59, 0xB2, 0x65, 0xCB, 0x96, 0x2C, 0x58, + 0xB0, 0x61, 0xC3, 0x87, 0x0F, 0x1F, 0x3E, 0x7D, 0xFB, 0xF6, 0xED, 0xDB, 0xB7, 0x6F, 0xDE, 0xBD, + 0x7A, 0xF5, 0xEB, 0xD7, 0xAE, 0x5D, 0xBA, 0x74, 0xE8, 0xD1, 0xA2, 0x44, 0x88, 0x10, 0x21, 0x43, + 0x86, 0x0D, 0x1B, 0x36, 0x6C, 0xD8, 0xB1, 0x63, 0xC7, 0x8F, 0x1E, 0x3C, 0x79, 0xF3, 0xE7, 0xCE, + 0x9C, 0x39, 0x73, 0xE6, 0xCC, 0x98, 0x31, 0x62, 0xC5, 0x8B, 0x16, 0x2D, 0x5A, 0xB4, 0x69, 0xD2, + 0xA4, 0x48, 0x91, 0x22, 0x45, 0x8A, 0x14, 0x29, 0x52, 0xA5, 0x4A, 0x95, 0x2A, 0x54, 0xA9, 0x53, + 0xA7, 0x4E, 0x9D, 0x3B, 0x77, 0xEE, 0xDD, 0xBB, 0x76, 0xEC, 0xD9, 0xB3, 0x67, 0xCF, 0x9E, 0x3D, + 0x7B, 0xF7, 0xEF, 0xDF, 0xBF, 0x7E, 0xFD, 0xFA, 0xF4, 0xE9, 0xD3, 0xA6, 0x4C, 0x99, 0x33, 0x66, + 0xCD, 0x9A, 0x35, 0x6A, 0xD4, 0xA8, 0x51, 0xA3, 0x46, 0x8C, 0x18, 0x30, 0x60, 0xC1, 0x83, 0x07, + 0x0E, 0x1D, 0x3A, 0x75, 0xEA, 0xD5, 0xAA, 0x55, 0xAB, 0x57, 0xAF, 0x5F, 0xBE, 0x7C, 0xF9, 0xF2, + 0xE5, 0xCA, 0x94, 0x28, 0x50, 0xA1, 0x42, 0x84, 0x09, 0x13, 0x27, 0x4F, 0x9F, 0x3F, 0x7F +] + +def whitening(payload): + nibbles = np.zeros((2*len(payload)), dtype =np.int8) + for i in range(len(payload)): + low_nib = (payload[i] & 0x0F) ^ (whitening_seq[i] & 0x0F) + high_nib = (payload[i] & 0xF0)>>4 ^ (whitening_seq[i] & 0xF0)>>4 + nibbles[2*i] = low_nib + nibbles[2*i+1] = high_nib + return nibbles + +def dewhitening(nibbles): + payload = np.zeros((len(nibbles)//2), dtype =np.int8) + for i in range(len(nibbles)//2): + low_nib = nibbles[2*i] ^ (whitening_seq[i] & 0x0F) + high_nib = nibbles[2*i+1] ^ (whitening_seq[i] & 0xF0)>>4 + payload[i] = (high_nib << 4) | low_nib + return payload + +def lfsr(state, taps): + feedback = 0 + for tap in taps: + feedback ^= (state >> (tap - 1)) & 1 # Extract the bit and XOR it + # Shift the register and insert the feedback bit at the leftmost position + state = ((state << 1) | feedback) & 0xFF + return state + +def whitening_lfsr(payload): + state = 0xFF + nibbles = np.zeros((2*len(payload)), dtype =np.int8) + for i in range(len(payload)): + low_nib = (payload[i] & 0x0F) ^ (state & 0x0F) + high_nib = (payload[i] & 0xF0)>>4 ^ (state & 0xF0)>>4 + nibbles[2*i] = low_nib + nibbles[2*i+1] = high_nib + state = lfsr(state,[8, 6, 5, 4]) + return nibbles + +def dewhitening_lfsr(nibbles): + state = 0xFF + payload = np.zeros((len(nibbles)//2), dtype =np.uint8) + for i in range(len(nibbles)//2): + low_nib = nibbles[2*i] ^ (state & 0x0F) + high_nib = nibbles[2*i+1] ^ (state & 0xF0)>>4 + payload[i] = (high_nib << 4) | low_nib + state = lfsr(state,[8, 6, 5, 4]) + return payload + +##################################################################################### + +def hamming_encode(data, CR): + data_len = len(data) + codewords = np.zeros((len(data)), dtype =np.int8) + for i in range(data_len): + d0 = (data[i] >> 3) & 1 + d1 = (data[i] >> 2) & 1 + d2 = (data[i] >> 1) & 1 + d3 = (data[i] >> 0) & 1 + + if (CR==1): + p4 = d0 ^ d1 ^ d2 ^ d3 + codewords[i] = d3<<4 | d2<<3 | d1<<2 | d0<<1 | p4 + else: + p0 = d3 ^ d2 ^ d1 + p1 = d2 ^ d1 ^ d0 + p2 = d3 ^ d2 ^ d0 + p3 = d3 ^ d1 ^ d0 + codewords[i] = (d3<<7 | d2<<6 | d1<<5 | d0<<4 | p0<<3 | p1<<2 | p2<<1 | p3) >> (4-CR) + return codewords + +def hamming_decode(codewords, CR): + codewords_len = len(codewords) + data = np.zeros((codewords_len), dtype =np.int8) + + for i in range(codewords_len): + cw = codewords[i] << (4-CR) + + c0 = (cw >> 7) & 1 + c1 = (cw >> 6) & 1 + c2 = (cw >> 5) & 1 + c3 = (cw >> 4) & 1 + c4 = (cw >> 3) & 1 + c5 = (cw >> 2) & 1 + c6 = (cw >> 1) & 1 + cp = (cw >> 0) & 1 + + if (CR > 2) : + s0 = c0 ^ c1 ^ c2 ^ c4 + s1 = c1 ^ c2 ^ c3 ^ c5 + s2 = c0 ^ c1 ^ c3 ^ c6 + syndrom = s0 | (s1 << 1) | (s2 << 2) + + if syndrom == 5 : + c0 = (1-c0) + elif syndrom == 7 : + c1 = (1-c1) + elif syndrom == 3 : + c2 = (1-c2) + elif syndrom == 6 : + c3 = (1-c3) + + data[i] = (c3 << 3) | (c2 << 2) | (c1 << 1) | c0 + + return data + +##################################################################################### + +def payload_to_symbol(input_data, SF, CR, CRC_EN, LDRO): + whitened_data = whitening_lfsr(input_data) + + header = calculate_hdr(len(input_data), CR, CRC_EN) + + data_crc = compute_crc(input_data) + + + if CRC_EN: + pkt = np.concatenate((header,whitened_data,data_crc)) + else : + pkt = np.concatenate((header,whitened_data)) + + ldro_hdr = 1 if SF>6 else 0 + + + first_encoded = hamming_encode(pkt[0:SF-2*ldro_hdr],4) + rest_encoded = hamming_encode(pkt[SF-2*ldro_hdr :],CR) + + n_blocks = int(np.ceil(len(rest_encoded)/(SF - 2*LDRO))); #Number of blocks in payload + + padded_encoded = np.pad(rest_encoded,(0,(n_blocks*SF - len(rest_encoded)))) + + n_symb = 8 + n_blocks*(4+CR) + + binary_symbols = np.zeros((n_symb),dtype=np.int16) + binary_symbols[0:8] = interleave(first_encoded,SF,4,ldro_hdr ) + sf = SF-2*LDRO + for i in range(n_blocks): + binary_symbols[8+i*(4+CR) : 8+(i+1)*(4+CR)] = interleave(padded_encoded[i*sf : (i+1)*sf],SF,CR,LDRO ) + + symbols = gray_demap(binary_symbols,SF) + + return symbols + +##################################################################################### + +def symbols_to_payload(symbols,SF,LDRO, verbose = False): + ldro_hdr = 1 if SF>6 else 0 + degrayed_symbols = gray_map(symbols,SF) + if verbose: + print("Degrayed symbols :") + print("------------------------------") + print(degrayed_symbols) + print("---------------------------------") + + first_block = deinterleave(degrayed_symbols[:8],SF,4,ldro_hdr) + firstBlen = len(first_block) + decoded_hdr = hamming_decode(first_block,4) + + dec_hdr_len = (decoded_hdr[0]<<4)|(decoded_hdr[1]) + dec_crc_en = (decoded_hdr[2] & 0x01) + dec_hdr_cr = (decoded_hdr[2] >>1) & 0x03 + dec_hdr_crc =((decoded_hdr[3] & 0x01) << 4) | decoded_hdr[4] + hdrCRC3,hdrCRC4 = hdr_crc(decoded_hdr[0:3]) + rec_hdr_cr = (hdrCRC3<< 4) | hdrCRC4 + + n_received_blocks = int((len(degrayed_symbols)-8)/(4+dec_hdr_cr)) + other_blocks = np.zeros((n_received_blocks*(SF- 2*LDRO)),dtype=np.int16) + + sf = SF - 2*LDRO + for i in range(n_received_blocks): + other_blocks[i*sf : (i+1)*sf] = deinterleave(degrayed_symbols[8+i*(4+dec_hdr_cr) : 8+(i+1)*(4+dec_hdr_cr)],SF,dec_hdr_cr,LDRO ) + + if verbose: + print("Deinterleaved symbols") + print("----------1st block ----------") + print(first_block) + print("----------2nd block ----------") + print(other_blocks) + print("------------------------------") + + decoded_pay = np.concatenate((decoded_hdr[5:],hamming_decode(other_blocks,dec_hdr_cr))) + + if verbose: + print("Decoded payload") + print("------------------------------") + print(decoded_pay) + print("------------------------------") + + dewhitened_payload = dewhitening_lfsr(decoded_pay) + + if verbose: + print("Dewhitened payload") + print("------------------------------") + print(dewhitened_payload) + print("------------------------------") + + print("Payload len : %d "%(dec_hdr_len)) + print("Code rate : 4/%d"%(4+dec_hdr_cr)) + print("Header CRC : %d vs %d"%(dec_hdr_crc,rec_hdr_cr)) + if dec_crc_en : + idx = dec_hdr_len*2 + rec_data_crc = compute_crc(dewhitened_payload[:dec_hdr_len]) + print("CRC is enabled : %s vs %s"%(decoded_pay[idx:idx+4],rec_data_crc)) + + print(''.join(chr(d) for d in dewhitened_payload[:dec_hdr_len])) + +##################################################################################### \ No newline at end of file diff --git a/rtl_files/TF_sim.inc b/rtl_files/TF_sim.inc index 66a286e..67eb56f 100644 --- a/rtl_files/TF_sim.inc +++ b/rtl_files/TF_sim.inc @@ -1,3 +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_R [0:63] = {12'sh7ff,12'sh7fe,12'sh7f6,12'sh7ea,12'sh7d9,12'sh7c3,12'sh7a8,12'sh788,12'sh764,12'sh73b,12'sh70e,12'sh6dd,12'sh6a7,12'sh66d,12'sh62f,12'sh5ed,12'sh5a8,12'sh55f,12'sh513,12'sh4c4,12'sh472,12'sh41d,12'sh3c5,12'sh36c,12'sh310,12'sh2b2,12'sh253,12'sh1f2,12'sh190,12'sh12d,12'sh0c9,12'sh064,12'sh000,12'shf9c,12'shf37,12'shed3,12'she70,12'she0e,12'shdad,12'shd4e,12'shcf0,12'shc94,12'shc3b,12'shbe3,12'shb8e,12'shb3c,12'shaed,12'shaa1,12'sha58,12'sha13,12'sh9d1,12'sh993,12'sh959,12'sh923,12'sh8f2,12'sh8c5,12'sh89c,12'sh878,12'sh858,12'sh83d,12'sh827,12'sh816,12'sh80a,12'sh802}; -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 +parameter [11:0] TF_ARRAY_I [0:63] = {12'sh000,12'shf9c,12'shf37,12'shed3,12'she70,12'she0e,12'shdad,12'shd4e,12'shcf0,12'shc94,12'shc3b,12'shbe3,12'shb8e,12'shb3c,12'shaed,12'shaa1,12'sha58,12'sha13,12'sh9d1,12'sh993,12'sh959,12'sh923,12'sh8f2,12'sh8c5,12'sh89c,12'sh878,12'sh858,12'sh83d,12'sh827,12'sh816,12'sh80a,12'sh802,12'sh801,12'sh802,12'sh80a,12'sh816,12'sh827,12'sh83d,12'sh858,12'sh878,12'sh89c,12'sh8c5,12'sh8f2,12'sh923,12'sh959,12'sh993,12'sh9d1,12'sha13,12'sha58,12'shaa1,12'shaed,12'shb3c,12'shb8e,12'shbe3,12'shc3b,12'shc94,12'shcf0,12'shd4e,12'shdad,12'she0e,12'she70,12'shed3,12'shf37,12'shf9c}; \ No newline at end of file diff --git a/rtl_files/downchirp_sim.inc b/rtl_files/downchirp_sim.inc index 4b336ad..8c489f9 100644 --- a/rtl_files/downchirp_sim.inc +++ b/rtl_files/downchirp_sim.inc @@ -1,3 +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_R [0:63] = {12'sh7ff,12'sh801,12'sh7f6,12'sh832,12'sh764,12'sh976,12'sh513,12'shd1f,12'sh000,12'sh33e,12'sh9d1,12'sh7e2,12'sh89c,12'sh448,12'sh0c9,12'sha35,12'sh7ff,12'sha7c,12'shf37,12'sh6c2,12'sh89c,12'sh15e,12'sh62f,12'sh8b0,12'sh000,12'sh777,12'shaed,12'shb65,12'sh764,12'sh1c1,12'sh80a,12'shfce,12'sh7ff,12'sh032,12'sh80a,12'she3f,12'sh764,12'sh49b,12'shaed,12'sh889,12'sh000,12'sh750,12'sh62f,12'shea2,12'sh89c,12'sh93e,12'shf37,12'sh584,12'sh7ff,12'sh5cb,12'sh0c9,12'shbb8,12'sh89c,12'sh81e,12'sh9d1,12'shcc2,12'sh000,12'sh2e1,12'sh513,12'sh68a,12'sh764,12'sh7ce,12'sh7f6,12'sh7ff}; -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 +parameter [11:0] DOWNCHIRP_ARRAY_I [0:63] = {12'sh000,12'sh032,12'shf37,12'sh1c1,12'shcf0,12'sh49b,12'sh9d1,12'sh777,12'sh801,12'sh750,12'shaed,12'sh15e,12'sh310,12'sh93e,12'sh7f6,12'sha7c,12'sh000,12'sh5cb,12'sh80a,12'sh448,12'sh310,12'sh81e,12'sh513,12'sh33e,12'sh801,12'sh2e1,12'sh62f,12'sh976,12'shcf0,12'sh7ce,12'sh0c9,12'sh801,12'sh000,12'sh7ff,12'sh0c9,12'sh832,12'shcf0,12'sh68a,12'sh62f,12'shd1f,12'sh801,12'shcc2,12'sh513,12'sh7e2,12'sh310,12'shbb8,12'sh80a,12'sha35,12'sh000,12'sh584,12'sh7f6,12'sh6c2,12'sh310,12'shea2,12'shaed,12'sh8b0,12'sh801,12'sh889,12'sh9d1,12'shb65,12'shcf0,12'she3f,12'shf37,12'shfce}; \ No newline at end of file diff --git a/wuRx_packet.ipynb b/wuRx_packet.ipynb index 372f5e3..5418a61 100644 --- a/wuRx_packet.ipynb +++ b/wuRx_packet.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "id": "3202ec29", "metadata": {}, "outputs": [], @@ -32,7 +32,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": null, "id": "438114f6", "metadata": {}, "outputs": [], @@ -51,7 +51,7 @@ }, { "cell_type": "code", - "execution_count": 50, + "execution_count": null, "id": "d129b2f7", "metadata": {}, "outputs": [ @@ -59,14 +59,14 @@ "name": "stdout", "output_type": "stream", "text": [ - "21.3125\n" + "-53.75\n" ] } ], "source": [ "ovs = 16\n", - "sto_test = 21.0 + 5/ovs\n", - "cfo = 0.0 + 0/ovs\n", + "sto_test = -54.0 + 4/ovs\n", + "cfo = 54.0 + 6/ovs\n", "\n", "bypassFilter = True\n", "print(sto_test)" @@ -79,24 +79,24 @@ "metadata": {}, "outputs": [], "source": [ - "Nup = 5\n", + "Nup = 10\n", "Ndown = 2.25" ] }, { "cell_type": "code", - "execution_count": 51, + "execution_count": null, "id": "c664b431", "metadata": {}, "outputs": [], "source": [ - "network_id = np.array([41, 8])\n", - "symbols = np.array([10,15,25])" + "network_id = np.array([10, 25])\n", + "symbols = np.array([24,33,27])" ] }, { "cell_type": "code", - "execution_count": 73, + "execution_count": null, "id": "e6ad63f4", "metadata": {}, "outputs": [ @@ -104,7 +104,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "21.4375\n" + "-53.625\n", + "53100.5859375\n" ] } ], @@ -118,7 +119,7 @@ "\n", "signedMag = False\n", "\n", - "SF= 6\n", + "SF= 7\n", "SF_MAX= 12\n", "SF_MIN= 4\n", "\n", @@ -161,7 +162,8 @@ "\n", "delay_input_start = 2\n", "sto = (delay_input_start/ovs)+(not bypassFilter)*0.5+sto_test\n", - "print(sto)" + "print(sto)\n", + "print(cfo*B/NSF)" ] }, { @@ -174,7 +176,7 @@ }, { "cell_type": "code", - "execution_count": 75, + "execution_count": null, "id": "f096fedd", "metadata": {}, "outputs": [], @@ -244,13 +246,13 @@ }, { "cell_type": "code", - "execution_count": 76, + "execution_count": null, "id": "0fbd0452", "metadata": {}, "outputs": [ { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "<Figure size 2000x400 with 1 Axes>" ] @@ -260,7 +262,7 @@ }, { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "<Figure size 2000x400 with 1 Axes>" ] @@ -317,8 +319,8 @@ }, { "cell_type": "code", - "execution_count": 77, - "id": "c5e87c31", + "execution_count": null, + "id": "9fd9c022", "metadata": {}, "outputs": [ { @@ -326,7 +328,7 @@ "output_type": "stream", "text": [ "(1-0j)\n", - "(-0.9987954562051724+0.04906767432741841j)\n" + "(-0.9996988186962042+0.02454122852291277j)\n" ] } ], @@ -345,38 +347,14 @@ "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": [ + "print(downchirp[1])\n", + "\n", "if send_downchirp:\n", - " downc_iq_file = np.conjugate(downc_iq_file)" - ] - }, - { - "cell_type": "code", - "execution_count": 79, - "id": "9fd9c022", - "metadata": {}, - "outputs": [], - "source": [ + " downc_iq_file = np.conjugate(downc_iq_file)\n", + "\n", "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": [ + "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)]\n", + "\n", "offset_r = 0\n", "offset_i = 0\n", "\n", @@ -394,7 +372,7 @@ }, { "cell_type": "code", - "execution_count": 81, + "execution_count": null, "id": "7e942c8b", "metadata": {}, "outputs": [], @@ -407,7 +385,7 @@ }, { "cell_type": "code", - "execution_count": 82, + "execution_count": null, "id": "025210e2", "metadata": {}, "outputs": [ @@ -438,23 +416,44 @@ }, { "cell_type": "code", - "execution_count": 83, + "execution_count": null, "id": "a5fad2cf", "metadata": {}, "outputs": [], "source": [ "use_twiddle = True\n", "stoEstBinEval = 1\n", + "cfoEstBin = 2\n", + "Nc_fcfo = 3\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", + "correct_fcfo_idx = [Nc_fcfo-1]\n", + "correct_lsto_idx = [4]\n", + "correct_fsto_idx = [4,12]\n", + "net_ID_idx = [9,10] \n", + "downchirp_dem_idx= [11,12] \n", + "estimate_l_idx = [12]\n", "\n", "downchirp_quantity = 2.25" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "78830e2f", + "metadata": {}, + "outputs": [], + "source": [ + "def estimate_fcfo(data, maxData,NSF,Nc,cfoEstBin):\n", + " cfoEst = 0\n", + " for l in range(1,Nc+1):\n", + " #print(data[l,(maxData[l])%NSF])\n", + " for p in range(-cfoEstBin,cfoEstBin+1): \n", + " val = data[l,(maxData[l]+p)%NSF] * np.conjugate(data[l-1,(maxData[l-1]+p)%NSF])\n", + " cfoEst += val \n", + " \n", + " return np.angle(cfoEst)/(2*np.pi)" + ] + }, { "cell_type": "code", "execution_count": null, @@ -482,9 +481,9 @@ "def estimate_L(NSF, sup, sdown ):\n", " k = (sup + sdown) %NSF\n", " if k < int(NSF//2):\n", - " Lcfo = k//2\n", + " Lcfo = (k%NSF)//2\n", " else : \n", - " Lcfo = (NSF-k)//2\n", + " Lcfo = ((k-NSF)%NSF)//2\n", "\n", " Lsto = (sup - Lcfo)%NSF\n", " return Lcfo, Lsto\n", @@ -494,31 +493,30 @@ }, { "cell_type": "code", - "execution_count": 94, - "id": "086e2470", + "execution_count": null, + "id": "c46db1e0", "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" + "2: Estimated fCFO 0.31\n", + "3: Estimated fSTO -0.16, poly : 3\n", + "10: Network IDs: [10. 25.]\n", + "12: sup 0 \t sdown 108\n", + "12: LCFO 54 \t LSTO 74\n", + "13: Estimated fSTO 0.47, poly : -8\n" ] } ], "source": [ - "\n", - "\n", - "\n", - "Nsamples = len(inputs_real_mixed_off)\n", + "Nsamples = len(in_array_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", + "maxIndex_iter = np.zeros((Ntrials_eval), dtype = np.int64)\n", "stoEval_iter = np.zeros((Ntrials_eval))\n", "\n", "sdown = 0\n", @@ -531,17 +529,32 @@ "\n", "symbols_est = []\n", "\n", - "est_symbol =0\n", - "\n", + "fcfo_correction=0\n", + "Lcfo = 0\n", "index_trials=0\n", "stoDataBufferEval = np.zeros((2*stoEstBinEval+1), dtype=np.complex_)\n", "\n", + "correct_fcfo = False\n", + "correct_lsto = False\n", + "correct_fsto = False\n", + "waiting_nid = False\n", + "starting_nid = False\n", + "get_nid = False\n", + "downchirping = False \n", + "est_symbol = False\n", + "finished_upchirp = False\n", + "first_symbol = False\n", + "first_downchirp = False\n", + "\n", + "current_idx = 0\n", + "\n", "data_in = np.copy(in_array_off)\n", + "t_cfo = np.linspace(0,stop = NSF*(1/B),num = NSF,endpoint=False) \n", + "maxVal = 0\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", + "while(current_index+NSF*ovs <= Nsamples): \n", + " input_samples = data_in[current_index:current_index+(NSF*ovs):ovs]*np.exp(2j*np.pi*B*(-Lcfo+fcfo_correction)*t_cfo/NSF)\n", + " if downchirping :\n", " dechirped_samples = input_samples*np.conjugate(downchirp)\n", " else : \n", " dechirped_samples = input_samples*downchirp\n", @@ -552,54 +565,91 @@ " argMaxData = np.argmax(dataPSD)\n", " maxIndex_iter[index_trials] = argMaxData\n", "\n", + " if index_trials == Nc_fcfo-1 :\n", + " correct_fcfo = True\n", + " \n", " if est_symbol:\n", " symbols_est.append(argMaxData)\n", + "\n", + " if not finished_upchirp: \n", + " sup = argMaxData\n", + " maxVal = dataPSD[argMaxData]\n", " \n", " ############################\n", - " # Frac STO \n", + " # Frac CFO \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", + " if correct_fcfo and (current_idx != index_trials):\n", + " fcfo_eval = estimate_fcfo(res_fft, maxIndex_iter,NSF,Nc_fcfo,cfoEstBin)\n", + " print(\"%d: Estimated fCFO %.2f\" %(index_trials,fcfo_eval))\n", + " fcfo_correction = -fcfo_eval\n", + " correct_lsto = True\n", + " correct_fsto = True\n", + " correct_fcfo = False\n", + " current_idx = index_trials\n", " ############################\n", " # Integer STO \n", " ############################\n", + " if correct_lsto and (current_idx != index_trials):\n", + " current_index+= ovs*(NSF-argMaxData)\n", + " correct_lsto = False\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_lsto_idx:\n", - " current_index+= ovs*(NSF-argMaxData)\n", - "\n", + " if correct_fsto and (current_idx != index_trials):\n", + " print(\"%d: Estimated fSTO %.2f, poly : %d\" %(index_trials,lambda_sto_eval, polyphase))\n", + " current_index+= polyphase\n", + " if not est_symbol:\n", + " waiting_nid = True\n", + " current_idx = index_trials\n", + " correct_fsto = False\n", + " else:\n", + " correct_fsto = False\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", + " if starting_nid and (current_idx != index_trials) :\n", + " if (dataPSD[argMaxData] > 0.5 * maxVal) and (np.abs((sup - argMaxData)) > 1 ) :\n", + " get_nid = True\n", + " if (get_nid):\n", + " network_id_est[network_id_index] = argMaxData\n", + " network_id_index+=1\n", + " if (network_id_index==2):\n", + " starting_nid= False\n", + " get_nid=False\n", + " downchirping = True\n", + " print(\"%d: Network IDs: %s\"%(index_trials,network_id_est))\n", + " current_idx = index_trials\n", + "\n", + " elif waiting_nid and (current_idx != index_trials):\n", + " starting_nid = True\n", + " waiting_nid=False\n", + " finished_upchirp = True\n", + " current_idx = index_trials\n", "\n", " ############################\n", " # Downchirps\n", " ############################\n", - " if index_trials in downchirp_dem_idx : \n", + " \n", + " if downchirping and (current_idx != index_trials):\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", + " current_idx = index_trials\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", + " if first_downchirp:\n", + " Lcfo,Lsto = estimate_L(NSF, sup, sdown )\n", + " print(\"%d: sup %d \\t sdown %d\" %(index_trials,sup,sdown))\n", + " print(\"%d: LCFO %d \\t LSTO %d\" %(index_trials,Lcfo,Lsto))\n", + " est_symbol=True\n", + " downchirping=False\n", + " correct_fsto=True\n", + " first_symbol =True\n", + " current_index+= (int(-Lsto*ovs)+int(0.25*NSF*ovs))%(NSF*ovs)\n", + "\n", + " first_downchirp = True\n", "\n", " current_index = current_index +NSF*ovs\n", " index_trials +=1\n", @@ -609,35 +659,20 @@ }, { "cell_type": "code", - "execution_count": null, - "id": "0814b066", + "execution_count": 1, + "id": "3687adc5", "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" + "ename": "NameError", + "evalue": "name 'np' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[1;32mIn[1], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m res_fft_reshaped \u001b[38;5;241m=\u001b[39m \u001b[43mnp\u001b[49m\u001b[38;5;241m.\u001b[39mreshape(res_fft, newshape\u001b[38;5;241m=\u001b[39m(Ntrials_eval,NSF))\n\u001b[0;32m 2\u001b[0m fig, ax \u001b[38;5;241m=\u001b[39m plt\u001b[38;5;241m.\u001b[39msubplots(\u001b[38;5;241m1\u001b[39m,\u001b[38;5;241m1\u001b[39m, figsize\u001b[38;5;241m=\u001b[39m (\u001b[38;5;241m20\u001b[39m,\u001b[38;5;241m6\u001b[39m))\n\u001b[0;32m 3\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m j \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mrange\u001b[39m(index_trials):\n", + "\u001b[1;31mNameError\u001b[0m: name 'np' is not defined" ] - }, - { - "data": { - "image/png": "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", - "text/plain": [ - "<Figure size 2000x600 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" } ], "source": [ @@ -663,32 +698,33 @@ }, { "cell_type": "code", - "execution_count": 90, + "execution_count": 681, "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" + "ename": "FileNotFoundError", + "evalue": "testvec_files/post_fir.txt not found.", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mFileNotFoundError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[1;32mIn[681], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m post_fir \u001b[38;5;241m=\u001b[39m \u001b[43mread_IQ_outputs_interleaved_2s\u001b[49m\u001b[43m \u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mtestvec_files/post_fir.txt\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43mN\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 2\u001b[0m post_dech \u001b[38;5;241m=\u001b[39m read_IQ_outputs_interleaved_2s (\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtestvec_files/post_dech.txt\u001b[39m\u001b[38;5;124m\"\u001b[39m,N)\n\u001b[0;32m 3\u001b[0m post_fft \u001b[38;5;241m=\u001b[39m read_IQ_outputs_interleaved_2s (\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtestvec_files/post_fft.txt\u001b[39m\u001b[38;5;124m\"\u001b[39m,No)\n", + "File \u001b[1;32md:\\Pol\\Documents\\Research\\Embedded_LoRa\\lora_test\\wuRx_lib.py:178\u001b[0m, in \u001b[0;36mread_IQ_outputs_interleaved_2s\u001b[1;34m(file_path, N)\u001b[0m\n\u001b[0;32m 177\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mread_IQ_outputs_interleaved_2s\u001b[39m(file_path,N): \n\u001b[1;32m--> 178\u001b[0m outputs_core \u001b[38;5;241m=\u001b[39m \u001b[43mnp\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mloadtxt\u001b[49m\u001b[43m(\u001b[49m\u001b[43mfile_path\u001b[49m\u001b[43m,\u001b[49m\u001b[43mdelimiter\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43m \u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43mconverters\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43m{\u001b[49m\u001b[38;5;241;43m0\u001b[39;49m\u001b[43m:\u001b[49m\u001b[38;5;28;43;01mlambda\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43ms\u001b[49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mint\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43ms\u001b[49m\u001b[43m,\u001b[49m\u001b[38;5;241;43m16\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m}\u001b[49m\u001b[43m)\u001b[49m\u001b[38;5;241m.\u001b[39mastype(np\u001b[38;5;241m.\u001b[39mint32)\n\u001b[0;32m 179\u001b[0m outputs_core_ext \u001b[38;5;241m=\u001b[39m sign_extend(outputs_core, N)\n\u001b[0;32m 180\u001b[0m outputs_core_iq \u001b[38;5;241m=\u001b[39moutputs_core_ext[\u001b[38;5;241m0\u001b[39m::\u001b[38;5;241m2\u001b[39m] \u001b[38;5;241m+\u001b[39m \u001b[38;5;241m1\u001b[39mj\u001b[38;5;241m*\u001b[39m outputs_core_ext[\u001b[38;5;241m1\u001b[39m::\u001b[38;5;241m2\u001b[39m]\n", + "File \u001b[1;32m~\\AppData\\Local\\Packages\\PythonSoftwareFoundation.Python.3.9_qbz5n2kfra8p0\\LocalCache\\local-packages\\Python39\\site-packages\\numpy\\lib\\npyio.py:1318\u001b[0m, in \u001b[0;36mloadtxt\u001b[1;34m(fname, dtype, comments, delimiter, converters, skiprows, usecols, unpack, ndmin, encoding, max_rows, quotechar, like)\u001b[0m\n\u001b[0;32m 1315\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(delimiter, \u001b[38;5;28mbytes\u001b[39m):\n\u001b[0;32m 1316\u001b[0m delimiter \u001b[38;5;241m=\u001b[39m delimiter\u001b[38;5;241m.\u001b[39mdecode(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mlatin1\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[1;32m-> 1318\u001b[0m arr \u001b[38;5;241m=\u001b[39m \u001b[43m_read\u001b[49m\u001b[43m(\u001b[49m\u001b[43mfname\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdtype\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdtype\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcomment\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mcomment\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdelimiter\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdelimiter\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 1319\u001b[0m \u001b[43m \u001b[49m\u001b[43mconverters\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mconverters\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mskiplines\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mskiprows\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43musecols\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43musecols\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 1320\u001b[0m \u001b[43m \u001b[49m\u001b[43munpack\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43munpack\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mndmin\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mndmin\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mencoding\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mencoding\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 1321\u001b[0m \u001b[43m \u001b[49m\u001b[43mmax_rows\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mmax_rows\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mquote\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mquotechar\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 1323\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m arr\n", + "File \u001b[1;32m~\\AppData\\Local\\Packages\\PythonSoftwareFoundation.Python.3.9_qbz5n2kfra8p0\\LocalCache\\local-packages\\Python39\\site-packages\\numpy\\lib\\npyio.py:955\u001b[0m, in \u001b[0;36m_read\u001b[1;34m(fname, delimiter, comment, quote, imaginary_unit, usecols, skiplines, max_rows, converters, ndmin, unpack, dtype, encoding)\u001b[0m\n\u001b[0;32m 953\u001b[0m fname \u001b[38;5;241m=\u001b[39m os\u001b[38;5;241m.\u001b[39mfspath(fname)\n\u001b[0;32m 954\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(fname, \u001b[38;5;28mstr\u001b[39m):\n\u001b[1;32m--> 955\u001b[0m fh \u001b[38;5;241m=\u001b[39m \u001b[43mnp\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mlib\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_datasource\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mopen\u001b[49m\u001b[43m(\u001b[49m\u001b[43mfname\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mrt\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mencoding\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mencoding\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 956\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m encoding \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[0;32m 957\u001b[0m encoding \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mgetattr\u001b[39m(fh, \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mencoding\u001b[39m\u001b[38;5;124m'\u001b[39m, \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mlatin1\u001b[39m\u001b[38;5;124m'\u001b[39m)\n", + "File \u001b[1;32m~\\AppData\\Local\\Packages\\PythonSoftwareFoundation.Python.3.9_qbz5n2kfra8p0\\LocalCache\\local-packages\\Python39\\site-packages\\numpy\\lib\\_datasource.py:193\u001b[0m, in \u001b[0;36mopen\u001b[1;34m(path, mode, destpath, encoding, newline)\u001b[0m\n\u001b[0;32m 156\u001b[0m \u001b[38;5;250m\u001b[39m\u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[0;32m 157\u001b[0m \u001b[38;5;124;03mOpen `path` with `mode` and return the file object.\u001b[39;00m\n\u001b[0;32m 158\u001b[0m \n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 189\u001b[0m \n\u001b[0;32m 190\u001b[0m \u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[0;32m 192\u001b[0m ds \u001b[38;5;241m=\u001b[39m DataSource(destpath)\n\u001b[1;32m--> 193\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mds\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mopen\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpath\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmode\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mencoding\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mencoding\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mnewline\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mnewline\u001b[49m\u001b[43m)\u001b[49m\n", + "File \u001b[1;32m~\\AppData\\Local\\Packages\\PythonSoftwareFoundation.Python.3.9_qbz5n2kfra8p0\\LocalCache\\local-packages\\Python39\\site-packages\\numpy\\lib\\_datasource.py:533\u001b[0m, in \u001b[0;36mDataSource.open\u001b[1;34m(self, path, mode, encoding, newline)\u001b[0m\n\u001b[0;32m 530\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m _file_openers[ext](found, mode\u001b[38;5;241m=\u001b[39mmode,\n\u001b[0;32m 531\u001b[0m encoding\u001b[38;5;241m=\u001b[39mencoding, newline\u001b[38;5;241m=\u001b[39mnewline)\n\u001b[0;32m 532\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m--> 533\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mFileNotFoundError\u001b[39;00m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mpath\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m not found.\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n", + "\u001b[1;31mFileNotFoundError\u001b[0m: testvec_files/post_fir.txt not found." ] }, { - "data": { - "image/png": "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", - "text/plain": [ - "<Figure size 2000x600 with 1 Axes>" - ] - }, - "metadata": {}, - "output_type": "display_data" + "ename": "", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[1;31mThe Kernel crashed while executing code in the the current cell or a previous cell. Please review the code in the cell(s) to identify a possible cause of the failure. Click <a href='https://aka.ms/vscodeJupyterKernelCrash'>here</a> for more info. View Jupyter <a href='command:jupyter.viewOutput'>log</a> for further details." + ] } ], "source": [ @@ -742,7 +778,7 @@ }, { "cell_type": "code", - "execution_count": 91, + "execution_count": null, "id": "7ca73207", "metadata": {}, "outputs": [ @@ -787,7 +823,7 @@ }, { "cell_type": "code", - "execution_count": 92, + "execution_count": null, "id": "0cc81cad", "metadata": {}, "outputs": [ @@ -831,7 +867,7 @@ }, { "cell_type": "code", - "execution_count": 93, + "execution_count": null, "id": "aeec8cb9", "metadata": {}, "outputs": [ @@ -869,6 +905,18 @@ "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": "3.9.13" } }, "nbformat": 4, -- GitLab