{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# From GSM to 5G - The Evolution of Forward Error Correction\n", "\n", "This notebook compares the different FEC schemes from GSM via UMTS and LTE to 5G NR.\n", "Please note that a *fair* comparison of different coding schemes depends on many aspects such as:\n", "\n", " - Decoding complexity, latency, and scalability\n", "\n", "- Level of parallelism of the decoding algorithm and memory access patterns\n", "\n", "- Error-floor behavior\n", "\n", "- Rate adaptivity and flexibility\n", "\n", "## Table of Contents\n", "* [Configuration and Imports](#Configuration-and-Imports)\n", "* [System Model](#System-Model)\n", "* [Error Rate Simulations](#Error-Rate-Simulations)\n", "* [Results for Longer Codewords](#Results-for-Longer-Codewords)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Configuration and Imports" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2026-02-16T08:42:23.588620Z", "iopub.status.busy": "2026-02-16T08:42:23.588460Z", "iopub.status.idle": "2026-02-16T08:42:26.358280Z", "shell.execute_reply": "2026-02-16T08:42:26.357141Z" } }, "outputs": [], "source": [ "# Import Sionna\n", "try:\n", " import sionna.phy\n", "except ImportError as e:\n", " import os\n", " import sys\n", " if 'google.colab' in sys.modules:\n", " # Install Sionna in Google Colab\n", " print(\"Installing Sionna and restarting the runtime. Please run the cell again.\")\n", " os.system(\"pip install sionna\")\n", " os.kill(os.getpid(), 5)\n", " else:\n", " raise e\n", "\n", "sionna.phy.config.seed = 42 # Set seed for reproducible random number generation\n", "\n", "# Load the required Sionna components\n", "from sionna.phy import Block\n", "from sionna.phy.mapping import Mapper, Demapper, Constellation, BinarySource\n", "from sionna.phy.fec.polar import Polar5GEncoder, Polar5GDecoder\n", "from sionna.phy.fec.ldpc import LDPC5GEncoder, LDPC5GDecoder\n", "from sionna.phy.fec.conv import ConvEncoder, ViterbiDecoder\n", "from sionna.phy.fec.turbo import TurboEncoder, TurboDecoder\n", "from sionna.phy.utils import ebnodb2no, hard_decisions, PlotBER\n", "from sionna.phy.channel import AWGN" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2026-02-16T08:42:26.360671Z", "iopub.status.busy": "2026-02-16T08:42:26.360393Z", "iopub.status.idle": "2026-02-16T08:42:26.367514Z", "shell.execute_reply": "2026-02-16T08:42:26.366703Z" } }, "outputs": [], "source": [ "%matplotlib inline\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import torch" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## System Model" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2026-02-16T08:42:26.369584Z", "iopub.status.busy": "2026-02-16T08:42:26.369461Z", "iopub.status.idle": "2026-02-16T08:42:26.374831Z", "shell.execute_reply": "2026-02-16T08:42:26.374014Z" } }, "outputs": [], "source": [ "class System_Model(Block):\n", " \"\"\"System model for channel coding BER simulations.\n", " \n", " This model allows to simulate BERs over an AWGN channel with\n", " QAM modulation. Arbitrary FEC encoder/decoder layers can be used to \n", " initialize the model.\n", " \n", " Parameters\n", " ----------\n", " k: int\n", " number of information bits per codeword.\n", " \n", " n: int \n", " codeword length.\n", " \n", " num_bits_per_symbol: int\n", " number of bits per QAM symbol.\n", " \n", " encoder: Sionna Block\n", " A Sionna Block that encodes information bit tensors.\n", " \n", " decoder: Sionna Block\n", " A Sionna Block that decodes llr tensors.\n", " \n", " demapping_method: str\n", " A string denoting the demapping method. Can be either \"app\" or \"maxlog\".\n", " \n", " sim_esno: bool \n", " A boolean defaults to False. If true, no rate-adjustment is done for the SNR calculation.\n", " \n", " Input\n", " -----\n", " batch_size: int\n", " The batch_size used for the simulation.\n", " \n", " ebno_db: float\n", " A float defining the simulation SNR.\n", " \n", " Output\n", " ------\n", " (u, u_hat):\n", " Tuple:\n", " \n", " u: torch.Tensor\n", " A tensor of shape `[batch_size, k] of 0s and 1s containing the transmitted information bits. \n", "\n", " u_hat: torch.Tensor\n", " A tensor of shape `[batch_size, k] of 0s and 1s containing the estimated information bits. \n", " \"\"\"\n", " def __init__(self,\n", " k,\n", " n,\n", " num_bits_per_symbol, \n", " encoder,\n", " decoder,\n", " demapping_method=\"app\",\n", " sim_esno=False):\n", "\n", " super().__init__()\n", " \n", " # store values internally\n", " self.k = k\n", " self.n = n\n", " self.sim_esno = sim_esno # disable rate-adjustment for SNR calc\n", " \n", " # number of bit per QAM symbol\n", " self.num_bits_per_symbol = num_bits_per_symbol\n", "\n", " # init components\n", " self.source = BinarySource()\n", " \n", " # initialize mapper and demapper for constellation object\n", " self.constellation = Constellation(\"qam\",\n", " num_bits_per_symbol=self.num_bits_per_symbol)\n", " self.mapper = Mapper(constellation=self.constellation)\n", " self.demapper = Demapper(demapping_method,\n", " constellation=self.constellation)\n", " \n", " # the channel can be replaced by more sophisticated models\n", " self.channel = AWGN()\n", "\n", " # FEC encoder / decoder\n", " self.encoder = encoder\n", " self.decoder = decoder\n", "\n", " def call(self, batch_size, ebno_db):\n", " \n", " u = self.source([batch_size, self.k]) # generate random data\n", " \n", " if self.encoder is None:\n", " # uncoded transmission\n", " c = u\n", " else:\n", " c = self.encoder(u) # explicitly encode\n", "\n", " # calculate noise variance\n", " if self.sim_esno:\n", " no = ebnodb2no(ebno_db,\n", " num_bits_per_symbol=1,\n", " coderate=1)\n", " else: \n", " if self.encoder is None:\n", " # uncoded transmission\n", " coderate = 1\n", " else:\n", " coderate = self.k/self.n\n", "\n", " no = ebnodb2no(ebno_db,\n", " num_bits_per_symbol=self.num_bits_per_symbol,\n", " coderate=coderate) \n", " \n", " x = self.mapper(c) # map c to symbols x\n", " \n", " y = self.channel(x, no) # transmit over AWGN channel\n", "\n", " llr_ch = self.demapper(y, no) # demap y to LLRs\n", " \n", " if self.decoder is None:\n", " # uncoded transmission\n", " u_hat = hard_decisions(llr_ch) \n", " else:\n", " u_hat = self.decoder(llr_ch) # run FEC decoder (incl. rate-recovery)\n", " return u, u_hat" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Error Rate Simulations\n", "\n", "We now compare the different schemes for a codeword length of $n=1024$ and coderate $r=0.5$.\n", "\n", "Let us define the codes to be simulated." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2026-02-16T08:42:26.376999Z", "iopub.status.busy": "2026-02-16T08:42:26.376878Z", "iopub.status.idle": "2026-02-16T08:42:26.605779Z", "shell.execute_reply": "2026-02-16T08:42:26.604878Z" } }, "outputs": [], "source": [ "# code parameters\n", "k = 512 # number of information bits per codeword\n", "n = 1024 # desired codeword length\n", "codes_under_test = []\n", "\n", "# Uncoded transmission\n", "enc = None\n", "dec = None\n", "name = \"Uncoded QPSK\"\n", "codes_under_test.append([enc, dec, name])\n", "\n", "# Conv. code with Viterbi decoding \n", "enc = ConvEncoder(rate=1/2, constraint_length=5)\n", "dec = ViterbiDecoder(gen_poly=enc.gen_poly, method=\"soft_llr\")\n", "name = \"GSM: Convolutional Codes\"\n", "codes_under_test.append([enc, dec, name])\n", "\n", "# Turbo codes\n", "enc = TurboEncoder(rate=1/2, constraint_length=4, terminate=True)\n", "dec = TurboDecoder(encoder=enc, num_iter=8)\n", "name = \"UMTS/LTE: Turbo Codes\"\n", "codes_under_test.append([enc, dec, name])\n", "\n", "# LDPC codes\n", "enc = LDPC5GEncoder(k, n)\n", "dec = LDPC5GDecoder(encoder=enc, num_iter=40)\n", "name = \"5G: LDPC\"\n", "codes_under_test.append([enc, dec, name])\n", "\n", "# Polar codes\n", "enc = Polar5GEncoder(k, n)\n", "dec = Polar5GDecoder(enc, dec_type=\"hybSCL\", list_size=32)\n", "name = \"5G: Polar+CRC\"\n", "codes_under_test.append([enc, dec, name])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Generate a new BER plot figure to save and plot simulation results efficiently." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2026-02-16T08:42:26.608294Z", "iopub.status.busy": "2026-02-16T08:42:26.608160Z", "iopub.status.idle": "2026-02-16T08:42:26.610906Z", "shell.execute_reply": "2026-02-16T08:42:26.610061Z" } }, "outputs": [], "source": [ "ber_plot = PlotBER(\"\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And run the BER simulation for each code." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2026-02-16T08:42:26.613196Z", "iopub.status.busy": "2026-02-16T08:42:26.613076Z", "iopub.status.idle": "2026-02-16T10:54:11.690517Z", "shell.execute_reply": "2026-02-16T10:54:11.689345Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Running: Uncoded QPSK\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "EbNo [dB] | BER | BLER | bit errors | num bits | block errors | num blocks | runtime [s] | status\n", "---------------------------------------------------------------------------------------------------------------------------------------\n", " 0.0 | 7.8628e-02 | 1.0000e+00 | 1610302 | 20480000 | 40000 | 40000 | 3.7 |iter: 0/1000\r", " 0.0 | 7.8628e-02 | 1.0000e+00 | 1610302 | 20480000 | 40000 | 40000 | 3.7 |reached target block errors\n", " 0.2 | 7.3904e-02 | 1.0000e+00 | 1513555 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 0.2 | 7.3904e-02 | 1.0000e+00 | 1513555 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 0.4 | 6.9233e-02 | 1.0000e+00 | 1417898 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 0.4 | 6.9233e-02 | 1.0000e+00 | 1417898 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 0.6 | 6.4840e-02 | 1.0000e+00 | 1327929 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 0.6 | 6.4840e-02 | 1.0000e+00 | 1327929 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 0.8 | 6.0497e-02 | 1.0000e+00 | 1238981 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 0.8 | 6.0497e-02 | 1.0000e+00 | 1238981 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 1.0 | 5.6324e-02 | 1.0000e+00 | 1153516 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 1.0 | 5.6324e-02 | 1.0000e+00 | 1153516 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 1.2 | 5.2231e-02 | 1.0000e+00 | 1069684 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 1.2 | 5.2231e-02 | 1.0000e+00 | 1069684 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 1.4 | 4.8342e-02 | 1.0000e+00 | 990044 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 1.4 | 4.8342e-02 | 1.0000e+00 | 990044 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 1.6 | 4.4507e-02 | 1.0000e+00 | 911502 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 1.6 | 4.4507e-02 | 1.0000e+00 | 911502 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 1.8 | 4.0951e-02 | 1.0000e+00 | 838674 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 1.8 | 4.0951e-02 | 1.0000e+00 | 838674 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 2.0 | 3.7518e-02 | 1.0000e+00 | 768365 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 2.0 | 3.7518e-02 | 1.0000e+00 | 768365 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 2.2 | 3.4188e-02 | 1.0000e+00 | 700160 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 2.2 | 3.4188e-02 | 1.0000e+00 | 700160 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 2.4 | 3.1158e-02 | 1.0000e+00 | 638114 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 2.4 | 3.1158e-02 | 1.0000e+00 | 638114 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 2.6 | 2.8190e-02 | 1.0000e+00 | 577328 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 2.6 | 2.8190e-02 | 1.0000e+00 | 577328 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 2.8 | 2.5506e-02 | 1.0000e+00 | 522371 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 2.8 | 2.5506e-02 | 1.0000e+00 | 522371 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 3.0 | 2.2833e-02 | 1.0000e+00 | 467614 | 20480000 | 40000 | 40000 | 0.0 |iter: 0/1000\r", " 3.0 | 2.2833e-02 | 1.0000e+00 | 467614 | 20480000 | 40000 | 40000 | 0.0 |reached target block errors\n", " 3.2 | 2.0466e-02 | 9.9995e-01 | 419145 | 20480000 | 39998 | 40000 | 0.0 |iter: 0/1000\r", " 3.2 | 2.0466e-02 | 9.9995e-01 | 419145 | 20480000 | 39998 | 40000 | 0.0 |reached target block errors\n", " 3.4 | 1.8222e-02 | 9.9992e-01 | 373179 | 20480000 | 39997 | 40000 | 0.0 |iter: 0/1000\r", " 3.4 | 1.8222e-02 | 9.9992e-01 | 373179 | 20480000 | 39997 | 40000 | 0.0 |reached target block errors\n", " 3.6 | 1.6182e-02 | 9.9980e-01 | 331406 | 20480000 | 39992 | 40000 | 0.0 |iter: 0/1000\r", " 3.6 | 1.6182e-02 | 9.9980e-01 | 331406 | 20480000 | 39992 | 40000 | 0.0 |reached target block errors\n", " 3.8 | 1.4212e-02 | 9.9945e-01 | 291055 | 20480000 | 39978 | 40000 | 0.0 |iter: 0/1000\r", " 3.8 | 1.4212e-02 | 9.9945e-01 | 291055 | 20480000 | 39978 | 40000 | 0.0 |reached target block errors\n", " 4.0 | 1.2512e-02 | 9.9855e-01 | 256242 | 20480000 | 39942 | 40000 | 0.0 |iter: 0/1000\r", " 4.0 | 1.2512e-02 | 9.9855e-01 | 256242 | 20480000 | 39942 | 40000 | 0.0 |reached target block errors\n", " 4.2 | 1.0901e-02 | 9.9645e-01 | 223261 | 20480000 | 39858 | 40000 | 0.0 |iter: 0/1000\r", " 4.2 | 1.0901e-02 | 9.9645e-01 | 223261 | 20480000 | 39858 | 40000 | 0.0 |reached target block errors\n", " 4.4 | 9.4591e-03 | 9.9192e-01 | 193723 | 20480000 | 39677 | 40000 | 0.0 |iter: 0/1000\r", " 4.4 | 9.4591e-03 | 9.9192e-01 | 193723 | 20480000 | 39677 | 40000 | 0.0 |reached target block errors\n", " 4.6 | 8.1812e-03 | 9.8510e-01 | 167551 | 20480000 | 39404 | 40000 | 0.0 |iter: 0/1000\r", " 4.6 | 8.1812e-03 | 9.8510e-01 | 167551 | 20480000 | 39404 | 40000 | 0.0 |reached target block errors\n", " 4.8 | 6.9707e-03 | 9.7398e-01 | 142759 | 20480000 | 38959 | 40000 | 0.0 |iter: 0/1000\r", " 4.8 | 6.9707e-03 | 9.7398e-01 | 142759 | 20480000 | 38959 | 40000 | 0.0 |reached target block errors\n", " 5.0 | 5.9559e-03 | 9.5393e-01 | 121977 | 20480000 | 38157 | 40000 | 0.0 |iter: 0/1000\r", " 5.0 | 5.9559e-03 | 9.5393e-01 | 121977 | 20480000 | 38157 | 40000 | 0.0 |reached target block errors\n", " 5.2 | 5.0305e-03 | 9.2463e-01 | 103024 | 20480000 | 36985 | 40000 | 0.0 |iter: 0/1000\r", " 5.2 | 5.0305e-03 | 9.2463e-01 | 103024 | 20480000 | 36985 | 40000 | 0.0 |reached target block errors\n", " 5.4 | 4.2201e-03 | 8.8292e-01 | 86428 | 20480000 | 35317 | 40000 | 0.0 |iter: 0/1000\r", " 5.4 | 4.2201e-03 | 8.8292e-01 | 86428 | 20480000 | 35317 | 40000 | 0.0 |reached target block errors\n", " 5.6 | 3.5176e-03 | 8.3620e-01 | 72041 | 20480000 | 33448 | 40000 | 0.0 |iter: 0/1000\r", " 5.6 | 3.5176e-03 | 8.3620e-01 | 72041 | 20480000 | 33448 | 40000 | 0.0 |reached target block errors\n", " 5.8 | 2.9221e-03 | 7.7945e-01 | 59845 | 20480000 | 31178 | 40000 | 0.0 |iter: 0/1000\r", " 5.8 | 2.9221e-03 | 7.7945e-01 | 59845 | 20480000 | 31178 | 40000 | 0.0 |reached target block errors\n", " 6.0 | 2.3646e-03 | 7.0175e-01 | 48426 | 20480000 | 28070 | 40000 | 0.0 |iter: 0/1000\r", " 6.0 | 2.3646e-03 | 7.0175e-01 | 48426 | 20480000 | 28070 | 40000 | 0.0 |reached target block errors\n", " 6.2 | 1.9448e-03 | 6.3040e-01 | 39829 | 20480000 | 25216 | 40000 | 0.0 |iter: 0/1000\r", " 6.2 | 1.9448e-03 | 6.3040e-01 | 39829 | 20480000 | 25216 | 40000 | 0.0 |reached target block errors\n", " 6.4 | 1.5654e-03 | 5.5017e-01 | 32060 | 20480000 | 22007 | 40000 | 0.0 |iter: 0/1000\r", " 6.4 | 1.5654e-03 | 5.5017e-01 | 32060 | 20480000 | 22007 | 40000 | 0.0 |reached target block errors\n", " 6.6 | 1.2596e-03 | 4.7452e-01 | 25796 | 20480000 | 18981 | 40000 | 0.0 |iter: 0/1000\r", " 6.6 | 1.2596e-03 | 4.7452e-01 | 25796 | 20480000 | 18981 | 40000 | 0.0 |reached target block errors\n", " 6.8 | 9.8237e-04 | 3.9410e-01 | 20119 | 20480000 | 15764 | 40000 | 0.0 |iter: 0/1000\r", " 6.8 | 9.8237e-04 | 3.9410e-01 | 20119 | 20480000 | 15764 | 40000 | 0.0 |reached target block errors\n", " 7.0 | 7.8076e-04 | 3.2925e-01 | 15990 | 20480000 | 13170 | 40000 | 0.0 |iter: 0/1000\r", " 7.0 | 7.8076e-04 | 3.2925e-01 | 15990 | 20480000 | 13170 | 40000 | 0.0 |reached target block errors\n", " 7.2 | 5.9370e-04 | 2.6122e-01 | 12159 | 20480000 | 10449 | 40000 | 0.0 |iter: 0/1000\r", " 7.2 | 5.9370e-04 | 2.6122e-01 | 12159 | 20480000 | 10449 | 40000 | 0.0 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 7.4 | 4.6777e-04 | 2.1385e-01 | 9580 | 20480000 | 8554 | 40000 | 0.0 |iter: 0/1000\r", " 7.4 | 4.6777e-04 | 2.1385e-01 | 9580 | 20480000 | 8554 | 40000 | 0.0 |reached target block errors\n", " 7.6 | 3.4971e-04 | 1.6390e-01 | 7162 | 20480000 | 6556 | 40000 | 0.0 |iter: 0/1000\r", " 7.6 | 3.4971e-04 | 1.6390e-01 | 7162 | 20480000 | 6556 | 40000 | 0.0 |reached target block errors\n", " 7.8 | 2.5928e-04 | 1.2450e-01 | 5310 | 20480000 | 4980 | 40000 | 0.0 |iter: 0/1000\r", " 7.8 | 2.5928e-04 | 1.2450e-01 | 5310 | 20480000 | 4980 | 40000 | 0.0 |reached target block errors\n", "\n", " Running: GSM: Convolutional Codes\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "EbNo [dB] | BER | BLER | bit errors | num bits | block errors | num blocks | runtime [s] | status\n", "---------------------------------------------------------------------------------------------------------------------------------------\n", " 0.0 | 1.1227e-01 | 9.9995e-01 | 2299360 | 20480000 | 39998 | 40000 | 2.1 |iter: 0/1000\r", " 0.0 | 1.1227e-01 | 9.9995e-01 | 2299360 | 20480000 | 39998 | 40000 | 2.1 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.2 | 9.5169e-02 | 9.9962e-01 | 1949051 | 20480000 | 39985 | 40000 | 0.5 |iter: 0/1000\r", " 0.2 | 9.5169e-02 | 9.9962e-01 | 1949051 | 20480000 | 39985 | 40000 | 0.5 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.4 | 7.9482e-02 | 9.9897e-01 | 1627792 | 20480000 | 39959 | 40000 | 0.3 |iter: 0/1000\r", " 0.4 | 7.9482e-02 | 9.9897e-01 | 1627792 | 20480000 | 39959 | 40000 | 0.3 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 6.5401e-02 | 9.9690e-01 | 1339405 | 20480000 | 39876 | 40000 | 0.3 |iter: 0/1000\r", " 0.6 | 6.5401e-02 | 9.9690e-01 | 1339405 | 20480000 | 39876 | 40000 | 0.3 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.8 | 5.3041e-02 | 9.9190e-01 | 1086288 | 20480000 | 39676 | 40000 | 0.3 |iter: 0/1000\r", " 0.8 | 5.3041e-02 | 9.9190e-01 | 1086288 | 20480000 | 39676 | 40000 | 0.3 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.0 | 4.1970e-02 | 9.8082e-01 | 859547 | 20480000 | 39233 | 40000 | 0.3 |iter: 0/1000\r", " 1.0 | 4.1970e-02 | 9.8082e-01 | 859547 | 20480000 | 39233 | 40000 | 0.3 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 3.2855e-02 | 9.5805e-01 | 672870 | 20480000 | 38322 | 40000 | 0.3 |iter: 0/1000\r", " 1.2 | 3.2855e-02 | 9.5805e-01 | 672870 | 20480000 | 38322 | 40000 | 0.3 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.4 | 2.5128e-02 | 9.2017e-01 | 514622 | 20480000 | 36807 | 40000 | 0.3 |iter: 0/1000\r", " 1.4 | 2.5128e-02 | 9.2017e-01 | 514622 | 20480000 | 36807 | 40000 | 0.3 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.6 | 1.8963e-02 | 8.6257e-01 | 388368 | 20480000 | 34503 | 40000 | 0.3 |iter: 0/1000\r", " 1.6 | 1.8963e-02 | 8.6257e-01 | 388368 | 20480000 | 34503 | 40000 | 0.3 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.8 | 1.4204e-02 | 7.8838e-01 | 290889 | 20480000 | 31535 | 40000 | 0.3 |iter: 0/1000\r", " 1.8 | 1.4204e-02 | 7.8838e-01 | 290889 | 20480000 | 31535 | 40000 | 0.3 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.0 | 1.0426e-02 | 6.9627e-01 | 213520 | 20480000 | 27851 | 40000 | 0.3 |iter: 0/1000\r", " 2.0 | 1.0426e-02 | 6.9627e-01 | 213520 | 20480000 | 27851 | 40000 | 0.3 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 7.6054e-03 | 5.9980e-01 | 155759 | 20480000 | 23992 | 40000 | 0.3 |iter: 0/1000\r", " 2.2 | 7.6054e-03 | 5.9980e-01 | 155759 | 20480000 | 23992 | 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[ " 7.8 | 6.3210e-07 | 3.0015e-04 | 2136 | 3379200000 | 1981 | 6600000 | 49.6 |iter: 164/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 7.8 | 6.3271e-07 | 3.0045e-04 | 2151 | 3399680000 | 1995 | 6640000 | 49.9 |iter: 165/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 7.8 | 6.3213e-07 | 3.0015e-04 | 2162 | 3420160000 | 2005 | 6680000 | 50.2 |iter: 166/1000\r", " 7.8 | 6.3213e-07 | 3.0015e-04 | 2162 | 3420160000 | 2005 | 6680000 | 50.2 |reached target block errors\n", "\n", " Running: UMTS/LTE: Turbo Codes\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "EbNo [dB] | BER | BLER | bit errors | num bits | block errors | num blocks | runtime [s] | status\n", "---------------------------------------------------------------------------------------------------------------------------------------\n", " 0.0 | 1.2064e-01 | 9.8223e-01 | 2470616 | 20480000 | 39289 | 40000 | 5.8 |iter: 0/1000\r", " 0.0 | 1.2064e-01 | 9.8223e-01 | 2470616 | 20480000 | 39289 | 40000 | 5.8 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.2 | 1.0232e-01 | 9.3540e-01 | 2095564 | 20480000 | 37416 | 40000 | 4.0 |iter: 0/1000\r", " 0.2 | 1.0232e-01 | 9.3540e-01 | 2095564 | 20480000 | 37416 | 40000 | 4.0 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.4 | 8.0573e-02 | 8.2998e-01 | 1650143 | 20480000 | 33199 | 40000 | 3.9 |iter: 0/1000\r", " 0.4 | 8.0573e-02 | 8.2998e-01 | 1650143 | 20480000 | 33199 | 40000 | 3.9 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 5.5438e-02 | 6.4312e-01 | 1135365 | 20480000 | 25725 | 40000 | 3.9 |iter: 0/1000\r", " 0.6 | 5.5438e-02 | 6.4312e-01 | 1135365 | 20480000 | 25725 | 40000 | 3.9 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.8 | 3.2618e-02 | 4.1755e-01 | 668013 | 20480000 | 16702 | 40000 | 3.9 |iter: 0/1000\r", " 0.8 | 3.2618e-02 | 4.1755e-01 | 668013 | 20480000 | 16702 | 40000 | 3.9 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.0 | 1.6011e-02 | 2.2515e-01 | 327899 | 20480000 | 9006 | 40000 | 4.0 |iter: 0/1000\r", " 1.0 | 1.6011e-02 | 2.2515e-01 | 327899 | 20480000 | 9006 | 40000 | 4.0 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 6.3203e-03 | 9.6900e-02 | 129439 | 20480000 | 3876 | 40000 | 4.0 |iter: 0/1000\r", " 1.2 | 6.3203e-03 | 9.6900e-02 | 129439 | 20480000 | 3876 | 40000 | 4.0 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.4 | 2.0200e-03 | 3.2950e-02 | 41370 | 20480000 | 1318 | 40000 | 3.9 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.4 | 2.0092e-03 | 3.3075e-02 | 82296 | 40960000 | 2646 | 80000 | 7.9 |iter: 1/1000\r", " 1.4 | 2.0092e-03 | 3.3075e-02 | 82296 | 40960000 | 2646 | 80000 | 7.9 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.6 | 4.5303e-04 | 8.4500e-03 | 9278 | 20480000 | 338 | 40000 | 3.9 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.6 | 4.6221e-04 | 8.7375e-03 | 18932 | 40960000 | 699 | 80000 | 7.9 |iter: 1/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.6 | 4.6304e-04 | 8.8250e-03 | 28449 | 61440000 | 1059 | 120000 | 11.9 |iter: 2/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.6 | 4.6672e-04 | 8.7937e-03 | 38234 | 81920000 | 1407 | 160000 | 15.9 |iter: 3/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.6 | 4.6230e-04 | 8.7050e-03 | 47340 | 102400000 | 1741 | 200000 | 19.8 |iter: 4/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.6 | 4.7038e-04 | 8.7917e-03 | 57800 | 122880000 | 2110 | 240000 | 23.8 |iter: 5/1000\r", " 1.6 | 4.7038e-04 | 8.7917e-03 | 57800 | 122880000 | 2110 | 240000 | 23.8 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"stream", "text": [ " 2.2 | 2.2986e-06 | 8.2585e-05 | 27774 | 12083200000 | 1949 | 23600000 | 2350.4 |iter: 589/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 2.2994e-06 | 8.2657e-05 | 27831 | 12103680000 | 1954 | 23640000 | 2354.4 |iter: 590/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 2.2977e-06 | 8.2686e-05 | 27858 | 12124160000 | 1958 | 23680000 | 2358.3 |iter: 591/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 2.2986e-06 | 8.2631e-05 | 27916 | 12144640000 | 1960 | 23720000 | 2362.3 |iter: 592/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 2.3013e-06 | 8.2660e-05 | 27995 | 12165120000 | 1964 | 23760000 | 2366.3 |iter: 593/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 2.2987e-06 | 8.2605e-05 | 28011 | 12185600000 | 1966 | 23800000 | 2370.2 |iter: 594/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 2.2989e-06 | 8.2592e-05 | 28061 | 12206080000 | 1969 | 23840000 | 2374.2 |iter: 595/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 2.2993e-06 | 8.2621e-05 | 28112 | 12226560000 | 1973 | 23880000 | 2378.1 |iter: 596/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 2.3011e-06 | 8.2734e-05 | 28182 | 12247040000 | 1979 | 23920000 | 2382.0 |iter: 597/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 2.3023e-06 | 8.2679e-05 | 28244 | 12267520000 | 1981 | 23960000 | 2385.9 |iter: 598/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 2.3136e-06 | 8.2875e-05 | 28429 | 12288000000 | 1989 | 24000000 | 2389.9 |iter: 599/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 2.3166e-06 | 8.2903e-05 | 28514 | 12308480000 | 1993 | 24040000 | 2393.8 |iter: 600/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 2.3226e-06 | 8.2890e-05 | 28635 | 12328960000 | 1996 | 24080000 | 2397.7 |iter: 601/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 2.3230e-06 | 8.2919e-05 | 28688 | 12349440000 | 2000 | 24120000 | 2401.6 |iter: 602/1000\r", " 2.2 | 2.3230e-06 | 8.2919e-05 | 28688 | 12349440000 | 2000 | 24120000 | 2401.6 |reached target block errors\n", "\n", "Simulation stopped as target BLER is reached @ EbNo = 2.2 dB.\n", "\n", "\n", " Running: 5G: LDPC\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "EbNo [dB] | BER | BLER | bit errors | num bits | block errors | num blocks | runtime [s] | status\n", "---------------------------------------------------------------------------------------------------------------------------------------\n", " 0.0 | 1.6333e-01 | 9.8288e-01 | 3344916 | 20480000 | 39315 | 40000 | 24.0 |iter: 0/1000\r", " 0.0 | 1.6333e-01 | 9.8288e-01 | 3344916 | 20480000 | 39315 | 40000 | 24.0 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.2 | 1.4174e-01 | 9.3747e-01 | 2902925 | 20480000 | 37499 | 40000 | 0.8 |iter: 0/1000\r", " 0.2 | 1.4174e-01 | 9.3747e-01 | 2902925 | 20480000 | 37499 | 40000 | 0.8 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.4 | 1.1403e-01 | 8.2855e-01 | 2335248 | 20480000 | 33142 | 40000 | 0.8 |iter: 0/1000\r", " 0.4 | 1.1403e-01 | 8.2855e-01 | 2335248 | 20480000 | 33142 | 40000 | 0.8 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 8.1293e-02 | 6.4882e-01 | 1664888 | 20480000 | 25953 | 40000 | 0.8 |iter: 0/1000\r", " 0.6 | 8.1293e-02 | 6.4882e-01 | 1664888 | 20480000 | 25953 | 40000 | 0.8 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.8 | 5.0391e-02 | 4.3188e-01 | 1032010 | 20480000 | 17275 | 40000 | 0.8 |iter: 0/1000\r", " 0.8 | 5.0391e-02 | 4.3188e-01 | 1032010 | 20480000 | 17275 | 40000 | 0.8 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.0 | 2.5704e-02 | 2.3630e-01 | 526419 | 20480000 | 9452 | 40000 | 0.8 |iter: 0/1000\r", " 1.0 | 2.5704e-02 | 2.3630e-01 | 526419 | 20480000 | 9452 | 40000 | 0.8 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.0866e-02 | 1.0540e-01 | 222529 | 20480000 | 4216 | 40000 | 0.8 |iter: 0/1000\r", " 1.2 | 1.0866e-02 | 1.0540e-01 | 222529 | 20480000 | 4216 | 40000 | 0.8 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.4 | 3.5064e-03 | 3.4625e-02 | 71812 | 20480000 | 1385 | 40000 | 0.8 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.4 | 3.6726e-03 | 3.6437e-02 | 150429 | 40960000 | 2915 | 80000 | 1.6 |iter: 1/1000\r", " 1.4 | 3.6726e-03 | 3.6437e-02 | 150429 | 40960000 | 2915 | 80000 | 1.6 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.6 | 1.0714e-03 | 1.1000e-02 | 21942 | 20480000 | 440 | 40000 | 0.8 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.6 | 1.0300e-03 | 1.0525e-02 | 42189 | 40960000 | 842 | 80000 | 1.6 |iter: 1/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.6 | 1.0517e-03 | 1.0700e-02 | 64618 | 61440000 | 1284 | 120000 | 2.5 |iter: 2/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.6 | 1.0424e-03 | 1.0750e-02 | 85393 | 81920000 | 1720 | 160000 | 3.3 |iter: 3/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.6 | 1.0378e-03 | 1.0630e-02 | 106272 | 102400000 | 2126 | 200000 | 4.1 |iter: 4/1000\r", " 1.6 | 1.0378e-03 | 1.0630e-02 | 106272 | 102400000 | 2126 | 200000 | 4.1 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.8 | 1.6343e-04 | 1.8750e-03 | 3347 | 20480000 | 75 | 40000 | 0.8 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.8 | 1.7373e-04 | 2.0625e-03 | 7116 | 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21880000 | 456.4 |iter: 546/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 5.3622e-06 | 9.0237e-05 | 60180 | 11223040000 | 1978 | 21920000 | 457.2 |iter: 547/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 5.3618e-06 | 9.0209e-05 | 60286 | 11243520000 | 1981 | 21960000 | 458.1 |iter: 548/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 5.3585e-06 | 9.0273e-05 | 60358 | 11264000000 | 1986 | 22000000 | 458.9 |iter: 549/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 5.3648e-06 | 9.0381e-05 | 60539 | 11284480000 | 1992 | 22040000 | 459.7 |iter: 550/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 5.3607e-06 | 9.0399e-05 | 60603 | 11304960000 | 1996 | 22080000 | 460.6 |iter: 551/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 5.3608e-06 | 9.0371e-05 | 60713 | 11325440000 | 1999 | 22120000 | 461.4 |iter: 552/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.2 | 5.3539e-06 | 9.0388e-05 | 60745 | 11345920000 | 2003 | 22160000 | 462.2 |iter: 553/1000\r", " 2.2 | 5.3539e-06 | 9.0388e-05 | 60745 | 11345920000 | 2003 | 22160000 | 462.2 |reached target block errors\n", "\n", "Simulation stopped as target BLER is reached @ EbNo = 2.2 dB.\n", "\n", "\n", " Running: 5G: Polar+CRC\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "EbNo [dB] | BER | BLER | bit errors | num bits | block errors | num blocks | runtime [s] | status\n", "---------------------------------------------------------------------------------------------------------------------------------------\n", " 0.0 | 4.0623e-01 | 9.1406e-01 | 53246 | 131072 | 234 | 256 | 10.6 |iter: 0/1000\r", " 0.0 | 4.0623e-01 | 9.1406e-01 | 53246 | 131072 | 234 | 256 | 10.6 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.2 | 3.5043e-01 | 8.5156e-01 | 45931 | 131072 | 218 | 256 | 10.9 |iter: 0/1000\r", " 0.2 | 3.5043e-01 | 8.5156e-01 | 45931 | 131072 | 218 | 256 | 10.9 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.4 | 2.6945e-01 | 6.7969e-01 | 35318 | 131072 | 174 | 256 | 9.3 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.4 | 2.6915e-01 | 6.7969e-01 | 70555 | 262144 | 348 | 512 | 20.6 |iter: 1/1000\r", " 0.4 | 2.6915e-01 | 6.7969e-01 | 70555 | 262144 | 348 | 512 | 20.6 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 1.9169e-01 | 5.3516e-01 | 25125 | 131072 | 137 | 256 | 9.2 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 1.8696e-01 | 5.1367e-01 | 49010 | 262144 | 263 | 512 | 18.2 |iter: 1/1000\r", " 0.6 | 1.8696e-01 | 5.1367e-01 | 49010 | 262144 | 263 | 512 | 18.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.8 | 6.2401e-02 | 1.7969e-01 | 8179 | 131072 | 46 | 256 | 8.2 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.8 | 7.5790e-02 | 2.2852e-01 | 19868 | 262144 | 117 | 512 | 16.6 |iter: 1/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.8 | 7.9313e-02 | 2.3698e-01 | 31187 | 393216 | 182 | 768 | 25.1 |iter: 2/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.8 | 8.0093e-02 | 2.3730e-01 | 41992 | 524288 | 243 | 1024 | 33.5 |iter: 3/1000\r", " 0.8 | 8.0093e-02 | 2.3730e-01 | 41992 | 524288 | 243 | 1024 | 33.5 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.0 | 5.6877e-02 | 1.5625e-01 | 7455 | 131072 | 40 | 256 | 7.6 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.0 | 4.8412e-02 | 1.4062e-01 | 12691 | 262144 | 72 | 512 | 15.4 |iter: 1/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.0 | 5.0591e-02 | 1.4974e-01 | 19893 | 393216 | 115 | 768 | 23.4 |iter: 2/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.0 | 4.6721e-02 | 1.4160e-01 | 24495 | 524288 | 145 | 1024 | 31.2 |iter: 3/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.0 | 5.1569e-02 | 1.5469e-01 | 33796 | 655360 | 198 | 1280 | 39.2 |iter: 4/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.0 | 5.0869e-02 | 1.5365e-01 | 40005 | 786432 | 236 | 1536 | 46.6 |iter: 5/1000\r", " 1.0 | 5.0869e-02 | 1.5365e-01 | 40005 | 786432 | 236 | 1536 | 46.6 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 9.0027e-03 | 3.1250e-02 | 1180 | 131072 | 8 | 256 | 6.1 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.2806e-02 | 4.1016e-02 | 3357 | 262144 | 21 | 512 | 12.3 |iter: 1/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.1785e-02 | 4.0365e-02 | 4634 | 393216 | 31 | 768 | 18.3 |iter: 2/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.4174e-02 | 4.4922e-02 | 7431 | 524288 | 46 | 1024 | 24.9 |iter: 3/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.3533e-02 | 4.4531e-02 | 8869 | 655360 | 57 | 1280 | 31.6 |iter: 4/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.4428e-02 | 4.8177e-02 | 11347 | 786432 | 74 | 1536 | 38.0 |iter: 5/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.5245e-02 | 4.9665e-02 | 13987 | 917504 | 89 | 1792 | 44.6 |iter: 6/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.5336e-02 | 4.9805e-02 | 16081 | 1048576 | 102 | 2048 | 51.0 |iter: 7/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.5475e-02 | 5.0781e-02 | 18255 | 1179648 | 117 | 2304 | 56.8 |iter: 8/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.6058e-02 | 5.3516e-02 | 21048 | 1310720 | 137 | 2560 | 63.0 |iter: 9/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.5858e-02 | 5.2912e-02 | 22864 | 1441792 | 149 | 2816 | 69.6 |iter: 10/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.5895e-02 | 5.2409e-02 | 25000 | 1572864 | 161 | 3072 | 76.0 |iter: 11/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.5628e-02 | 5.1683e-02 | 26629 | 1703936 | 172 | 3328 | 81.9 |iter: 12/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.5626e-02 | 5.1618e-02 | 28674 | 1835008 | 185 | 3584 | 87.9 |iter: 13/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.5637e-02 | 5.1302e-02 | 30744 | 1966080 | 197 | 3840 | 93.9 |iter: 14/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.2 | 1.6019e-02 | 5.2734e-02 | 33595 | 2097152 | 216 | 4096 | 100.9 |iter: 15/1000\r", " 1.2 | 1.6019e-02 | 5.2734e-02 | 33595 | 2097152 | 216 | 4096 | 100.9 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.4 | 4.6234e-03 | 1.5625e-02 | 606 | 131072 | 4 | 256 | 4.9 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.4 | 5.7106e-03 | 1.9531e-02 | 1497 | 262144 | 10 | 512 | 9.9 |iter: 1/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.4 | 4.4607e-03 | 1.8229e-02 | 1754 | 393216 | 14 | 768 | 14.2 |iter: 2/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.4 | 4.2210e-03 | 1.6602e-02 | 2213 | 524288 | 17 | 1024 | 18.7 |iter: 3/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.4 | 4.2130e-03 | 1.6406e-02 | 2761 | 655360 | 21 | 1280 | 23.6 |iter: 4/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.4 | 3.9927e-03 | 1.4974e-02 | 3140 | 786432 | 23 | 1536 | 28.7 |iter: 5/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 1.4 | 3.7613e-03 | 1.4509e-02 | 3451 | 917504 | 26 | 1792 | 34.0 |iter: 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253696 | 1467.4 |iter: 990/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.0 | 5.1137e-05 | 2.5595e-04 | 6649 | 130023424 | 65 | 253952 | 1469.2 |iter: 991/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.0 | 5.1085e-05 | 2.5570e-04 | 6649 | 130154496 | 65 | 254208 | 1470.6 |iter: 992/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.0 | 5.1034e-05 | 2.5544e-04 | 6649 | 130285568 | 65 | 254464 | 1471.9 |iter: 993/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.0 | 5.0983e-05 | 2.5518e-04 | 6649 | 130416640 | 65 | 254720 | 1473.3 |iter: 994/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.0 | 5.0932e-05 | 2.5493e-04 | 6649 | 130547712 | 65 | 254976 | 1474.5 |iter: 995/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.0 | 5.0880e-05 | 2.5467e-04 | 6649 | 130678784 | 65 | 255232 | 1476.1 |iter: 996/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.0 | 5.0830e-05 | 2.5442e-04 | 6649 | 130809856 | 65 | 255488 | 1477.8 |iter: 997/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.0 | 5.0779e-05 | 2.5416e-04 | 6649 | 130940928 | 65 | 255744 | 1479.0 |iter: 998/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 2.0 | 5.0728e-05 | 2.5391e-04 | 6649 | 131072000 | 65 | 256000 | 1480.2 |iter: 999/1000\r", " 2.0 | 5.0728e-05 | 2.5391e-04 | 6649 | 131072000 | 65 | 256000 | 1480.2 |reached max iterations\n", "\n", "Simulation stopped as target BLER is reached @ EbNo = 2.0 dB.\n", "\n" ] } ], "source": [ "num_bits_per_symbol = 2 # QPSK\n", "ebno_db = np.arange(0., 8, 0.2) # sim SNR range \n", "\n", "# Params\n", "# Conv. code batchsize 40000, compile, 1000 Monte Carlo runs, 2000 block errors\n", "\n", "# run ber simulations for each code we have added to the list\n", "for code in codes_under_test:\n", " print(\"\\n Running: \" + code[2])\n", " \n", " # generate a new model with the given encoder/decoder\n", " torch.cuda.empty_cache()\n", " torch._dynamo.reset()\n", "\n", " model = System_Model(k=k,\n", " n=n,\n", " num_bits_per_symbol=num_bits_per_symbol,\n", " encoder=code[0],\n", " decoder=code[1],\n", " sim_esno=False)\n", " \n", " if not code[2] == \"5G: Polar+CRC\":\n", " ber_plot.simulate(model,\n", " ebno_dbs=ebno_db, # SNR to simulate\n", " legend=code[2], # legend string for plotting\n", " max_mc_iter=1000, # run 1000 Monte Carlo runs per SNR point\n", " num_target_block_errors=2000, # continue with next SNR point after 2000 block errors\n", " target_bler=3e-4,\n", " batch_size=40000, # batch-size per Monte Carlo run\n", " soft_estimates=False, # the model returns hard-estimates\n", " early_stop=True, # stop simulation if no error has been detected at current SNR point\n", " show_fig=False, # we show the figure after all results are simulated\n", " add_bler=True, # in case BLER is also interesting\n", " compile_mode=\"default\",\n", " forward_keyboard_interrupt=False); \n", "\n", " else:\n", " ber_plot.simulate(model,\n", " ebno_dbs=ebno_db, # SNR to simulate\n", " legend=code[2], # legend string for plotting\n", " max_mc_iter=1000, # run 1000 Monte Carlo runs per SNR point\n", " num_target_block_errors=200, # continue with next SNR point after 2000 block errors\n", " target_bler=3e-4,\n", " batch_size=256, # batch-size per Monte Carlo run\n", " soft_estimates=False, # the model returns hard-estimates\n", " early_stop=True, # stop simulation if no error has been detected at current SNR point\n", " show_fig=False, # we show the figure after all results are simulated\n", " add_bler=True, # in case BLER is also interesting\n", " compile_mode=None,\n", " forward_keyboard_interrupt=False); " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And show the final performance" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2026-02-16T10:54:11.692939Z", "iopub.status.busy": "2026-02-16T10:54:11.692612Z", "iopub.status.idle": "2026-02-16T10:54:11.977642Z", "shell.execute_reply": "2026-02-16T10:54:11.976783Z" } }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# remove \"(BLER)\" labels from legend\n", "for idx, l in enumerate(ber_plot.legend):\n", " ber_plot.legend[idx] = l.replace(\" (BLER)\", \"\")\n", " \n", "# and plot the BLER\n", "ber_plot(xlim=[0, 7], ylim=[3.e-4, 1], show_ber=False)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2026-02-16T10:54:11.979791Z", "iopub.status.busy": "2026-02-16T10:54:11.979651Z", "iopub.status.idle": "2026-02-16T10:54:12.292198Z", "shell.execute_reply": "2026-02-16T10:54:12.291194Z" } }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# BER\n", "ber_plot(xlim=[0, 7], ylim=[2.e-7, 1], show_bler=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Results for Longer Codewords\n", "\n", "In particular for the data channels, longer codewords are usually required.\n", "For these applications, LDPC and Turbo codes are the workhorse of 5G and LTE, respectively. \n", "\n", "Let's compare LDPC and Turbo codes for $k=6144$ information bits and coderate $r=1/3$." ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2026-02-16T10:54:12.294402Z", "iopub.status.busy": "2026-02-16T10:54:12.294257Z", "iopub.status.idle": "2026-02-16T10:54:12.416722Z", "shell.execute_reply": "2026-02-16T10:54:12.415977Z" } }, "outputs": [], "source": [ "# code parameters\n", "k = 2048 # number of information bits per codeword\n", "n = 6156 # desired codeword length (including termination bits)\n", "codes_under_test = []\n", "\n", "# Uncoded QPSK\n", "enc = None\n", "dec = None\n", "name = \"Uncoded QPSK\"\n", "codes_under_test.append([enc, dec, name])\n", "\n", "#Turbo. codes\n", "enc = TurboEncoder(rate=1/3, constraint_length=4, terminate=True)\n", "dec = TurboDecoder(encoder=enc, num_iter=8)\n", "name = \"UMTS/LTE: Turbo Codes\"\n", "codes_under_test.append([enc, dec, name])\n", "\n", "# LDPC\n", "enc = LDPC5GEncoder(k, n)\n", "dec = LDPC5GDecoder(encoder=enc, num_iter=40)\n", "name = \"5G: LDPC\"\n", "codes_under_test.append([enc, dec, name])" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2026-02-16T10:54:12.418254Z", "iopub.status.busy": "2026-02-16T10:54:12.418115Z", "iopub.status.idle": "2026-02-16T10:54:12.420914Z", "shell.execute_reply": "2026-02-16T10:54:12.420121Z" } }, "outputs": [], "source": [ "ber_plot_long = PlotBER(f\"Error Rate Performance (k={k}, n={n})\")" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2026-02-16T10:54:12.422633Z", "iopub.status.busy": "2026-02-16T10:54:12.422510Z", "iopub.status.idle": "2026-02-16T17:09:58.161626Z", "shell.execute_reply": "2026-02-16T17:09:58.160552Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Running: Uncoded QPSK\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "EbNo [dB] | BER | BLER | bit errors | num bits | block errors | num blocks | runtime [s] | status\n", "---------------------------------------------------------------------------------------------------------------------------------------\n", " -1.0 | 1.0375e-01 | 1.0000e+00 | 2124739 | 20480000 | 10000 | 10000 | 0.7 |iter: 0/1000\r", " -1.0 | 1.0375e-01 | 1.0000e+00 | 2124739 | 20480000 | 10000 | 10000 | 0.7 |reached target block errors\n", " -0.9 | 1.0113e-01 | 1.0000e+00 | 2071076 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " -0.9 | 1.0113e-01 | 1.0000e+00 | 2071076 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " -0.8 | 9.8687e-02 | 1.0000e+00 | 2021105 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " -0.8 | 9.8687e-02 | 1.0000e+00 | 2021105 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " -0.7 | 9.6015e-02 | 1.0000e+00 | 1966395 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " -0.7 | 9.6015e-02 | 1.0000e+00 | 1966395 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " -0.6 | 9.3497e-02 | 1.0000e+00 | 1914813 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " -0.6 | 9.3497e-02 | 1.0000e+00 | 1914813 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " -0.5 | 9.0963e-02 | 1.0000e+00 | 1862918 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " -0.5 | 9.0963e-02 | 1.0000e+00 | 1862918 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " -0.4 | 8.8435e-02 | 1.0000e+00 | 1811152 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " -0.4 | 8.8435e-02 | 1.0000e+00 | 1811152 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " -0.3 | 8.6013e-02 | 1.0000e+00 | 1761549 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " -0.3 | 8.6013e-02 | 1.0000e+00 | 1761549 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " -0.2 | 8.3581e-02 | 1.0000e+00 | 1711741 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " -0.2 | 8.3581e-02 | 1.0000e+00 | 1711741 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " -0.1 | 8.1062e-02 | 1.0000e+00 | 1660141 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " -0.1 | 8.1062e-02 | 1.0000e+00 | 1660141 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " -0.0 | 7.8659e-02 | 1.0000e+00 | 1610927 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " -0.0 | 7.8659e-02 | 1.0000e+00 | 1610927 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 0.1 | 7.6257e-02 | 1.0000e+00 | 1561750 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 0.1 | 7.6257e-02 | 1.0000e+00 | 1561750 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 0.2 | 7.3902e-02 | 1.0000e+00 | 1513507 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 0.2 | 7.3902e-02 | 1.0000e+00 | 1513507 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 0.3 | 7.1619e-02 | 1.0000e+00 | 1466756 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 0.3 | 7.1619e-02 | 1.0000e+00 | 1466756 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 0.4 | 6.9390e-02 | 1.0000e+00 | 1421104 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 0.4 | 6.9390e-02 | 1.0000e+00 | 1421104 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 0.5 | 6.7019e-02 | 1.0000e+00 | 1372548 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 0.5 | 6.7019e-02 | 1.0000e+00 | 1372548 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 0.6 | 6.4807e-02 | 1.0000e+00 | 1327239 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 0.6 | 6.4807e-02 | 1.0000e+00 | 1327239 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 0.7 | 6.2735e-02 | 1.0000e+00 | 1284815 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 0.7 | 6.2735e-02 | 1.0000e+00 | 1284815 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 0.8 | 6.0580e-02 | 1.0000e+00 | 1240671 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 0.8 | 6.0580e-02 | 1.0000e+00 | 1240671 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 0.9 | 5.8418e-02 | 1.0000e+00 | 1196393 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 0.9 | 5.8418e-02 | 1.0000e+00 | 1196393 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 1.0 | 5.6264e-02 | 1.0000e+00 | 1152291 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 1.0 | 5.6264e-02 | 1.0000e+00 | 1152291 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 1.1 | 5.4250e-02 | 1.0000e+00 | 1111047 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 1.1 | 5.4250e-02 | 1.0000e+00 | 1111047 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 1.2 | 5.2245e-02 | 1.0000e+00 | 1069980 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 1.2 | 5.2245e-02 | 1.0000e+00 | 1069980 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 1.3 | 5.0188e-02 | 1.0000e+00 | 1027842 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 1.3 | 5.0188e-02 | 1.0000e+00 | 1027842 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 1.4 | 4.8232e-02 | 1.0000e+00 | 987783 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 1.4 | 4.8232e-02 | 1.0000e+00 | 987783 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 1.5 | 4.6363e-02 | 1.0000e+00 | 949523 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 1.5 | 4.6363e-02 | 1.0000e+00 | 949523 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 1.6 | 4.4518e-02 | 1.0000e+00 | 911722 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 1.6 | 4.4518e-02 | 1.0000e+00 | 911722 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", " 1.7 | 4.2730e-02 | 1.0000e+00 | 875102 | 20480000 | 10000 | 10000 | 0.0 |iter: 0/1000\r", " 1.7 | 4.2730e-02 | 1.0000e+00 | 875102 | 20480000 | 10000 | 10000 | 0.0 |reached target block errors\n", "\n", " Running: UMTS/LTE: Turbo Codes\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "EbNo [dB] | BER | BLER | bit errors | num bits | block errors | num blocks | runtime [s] | status\n", "---------------------------------------------------------------------------------------------------------------------------------------\n", " -1.0 | 1.9291e-01 | 1.0000e+00 | 3950804 | 20480000 | 10000 | 10000 | 17.2 |iter: 0/1000\r", " -1.0 | 1.9291e-01 | 1.0000e+00 | 3950804 | 20480000 | 10000 | 10000 | 17.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.9 | 1.8607e-01 | 1.0000e+00 | 3810786 | 20480000 | 10000 | 10000 | 14.7 |iter: 0/1000\r", " -0.9 | 1.8607e-01 | 1.0000e+00 | 3810786 | 20480000 | 10000 | 10000 | 14.7 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.8 | 1.7869e-01 | 1.0000e+00 | 3659632 | 20480000 | 10000 | 10000 | 14.7 |iter: 0/1000\r", " -0.8 | 1.7869e-01 | 1.0000e+00 | 3659632 | 20480000 | 10000 | 10000 | 14.7 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.7 | 1.7084e-01 | 1.0000e+00 | 3498859 | 20480000 | 10000 | 10000 | 14.7 |iter: 0/1000\r", " -0.7 | 1.7084e-01 | 1.0000e+00 | 3498859 | 20480000 | 10000 | 10000 | 14.7 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.6 | 1.6148e-01 | 1.0000e+00 | 3307032 | 20480000 | 10000 | 10000 | 14.8 |iter: 0/1000\r", " -0.6 | 1.6148e-01 | 1.0000e+00 | 3307032 | 20480000 | 10000 | 10000 | 14.8 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.5 | 1.5123e-01 | 9.9990e-01 | 3097118 | 20480000 | 9999 | 10000 | 14.8 |iter: 0/1000\r", " -0.5 | 1.5123e-01 | 9.9990e-01 | 3097118 | 20480000 | 9999 | 10000 | 14.8 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.4 | 1.3898e-01 | 9.9930e-01 | 2846298 | 20480000 | 9993 | 10000 | 14.9 |iter: 0/1000\r", " -0.4 | 1.3898e-01 | 9.9930e-01 | 2846298 | 20480000 | 9993 | 10000 | 14.9 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.3 | 1.2501e-01 | 9.9510e-01 | 2560299 | 20480000 | 9951 | 10000 | 14.8 |iter: 0/1000\r", " -0.3 | 1.2501e-01 | 9.9510e-01 | 2560299 | 20480000 | 9951 | 10000 | 14.8 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.2 | 1.0689e-01 | 9.7480e-01 | 2189101 | 20480000 | 9748 | 10000 | 14.9 |iter: 0/1000\r", " -0.2 | 1.0689e-01 | 9.7480e-01 | 2189101 | 20480000 | 9748 | 10000 | 14.9 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.1 | 8.4846e-02 | 9.1780e-01 | 1737649 | 20480000 | 9178 | 10000 | 14.8 |iter: 0/1000\r", " -0.1 | 8.4846e-02 | 9.1780e-01 | 1737649 | 20480000 | 9178 | 10000 | 14.8 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.0 | 5.9150e-02 | 7.9580e-01 | 1211386 | 20480000 | 7958 | 10000 | 14.7 |iter: 0/1000\r", " -0.0 | 5.9150e-02 | 7.9580e-01 | 1211386 | 20480000 | 7958 | 10000 | 14.7 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.1 | 3.4908e-02 | 5.7950e-01 | 714911 | 20480000 | 5795 | 10000 | 14.7 |iter: 0/1000\r", " 0.1 | 3.4908e-02 | 5.7950e-01 | 714911 | 20480000 | 5795 | 10000 | 14.7 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.2 | 1.7139e-02 | 3.5490e-01 | 351013 | 20480000 | 3549 | 10000 | 14.6 |iter: 0/1000\r", " 0.2 | 1.7139e-02 | 3.5490e-01 | 351013 | 20480000 | 3549 | 10000 | 14.6 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.3 | 6.9062e-03 | 1.7410e-01 | 141439 | 20480000 | 1741 | 10000 | 14.7 |iter: 0/1000\r", " 0.3 | 6.9062e-03 | 1.7410e-01 | 141439 | 20480000 | 1741 | 10000 | 14.7 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.4 | 2.3267e-03 | 6.7400e-02 | 47651 | 20480000 | 674 | 10000 | 14.7 |iter: 0/1000\r", " 0.4 | 2.3267e-03 | 6.7400e-02 | 47651 | 20480000 | 674 | 10000 | 14.7 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 5.7524e-04 | 2.0100e-02 | 11781 | 20480000 | 201 | 10000 | 14.6 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 5.5554e-04 | 1.9500e-02 | 22755 | 40960000 | 390 | 20000 | 29.2 |iter: 1/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 5.5098e-04 | 1.9833e-02 | 33852 | 61440000 | 595 | 30000 | 43.8 |iter: 2/1000\r", " 0.5 | 5.5098e-04 | 1.9833e-02 | 33852 | 61440000 | 595 | 30000 | 43.8 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 1.3657e-04 | 5.6000e-03 | 2797 | 20480000 | 56 | 10000 | 14.5 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 1.2891e-04 | 5.1000e-03 | 5280 | 40960000 | 102 | 20000 | 29.0 |iter: 1/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 1.2808e-04 | 5.2667e-03 | 7869 | 61440000 | 158 | 30000 | 43.6 |iter: 2/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 1.2932e-04 | 5.2750e-03 | 10594 | 81920000 | 211 | 40000 | 58.2 |iter: 3/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 1.3122e-04 | 5.2800e-03 | 13437 | 102400000 | 264 | 50000 | 72.7 |iter: 4/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 1.2799e-04 | 5.3667e-03 | 15727 | 122880000 | 322 | 60000 | 87.3 |iter: 5/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 1.2907e-04 | 5.4286e-03 | 18503 | 143360000 | 380 | 70000 | 101.9 |iter: 6/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 1.2847e-04 | 5.4625e-03 | 21049 | 163840000 | 437 | 80000 | 116.8 |iter: 7/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 1.2726e-04 | 5.3444e-03 | 23457 | 184320000 | 481 | 90000 | 131.4 |iter: 8/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 1.2886e-04 | 5.4000e-03 | 26391 | 204800000 | 540 | 100000 | 146.0 |iter: 9/1000\r", " 0.6 | 1.2886e-04 | 5.4000e-03 | 26391 | 204800000 | 540 | 100000 | 146.0 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.3486e-05 | 1.0000e-03 | 481 | 20480000 | 10 | 10000 | 14.6 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 1.8433e-05 | 9.5000e-04 | 755 | 40960000 | 19 | 20000 | 29.1 |iter: 1/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 1.4860e-05 | 9.0000e-04 | 913 | 61440000 | 27 | 30000 | 43.7 |iter: 2/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 1.9336e-05 | 9.5000e-04 | 1584 | 81920000 | 38 | 40000 | 58.2 |iter: 3/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.0264e-05 | 9.2000e-04 | 2075 | 102400000 | 46 | 50000 | 72.7 |iter: 4/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.0980e-05 | 9.6667e-04 | 2578 | 122880000 | 58 | 60000 | 87.2 |iter: 5/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.1701e-05 | 9.8571e-04 | 3111 | 143360000 | 69 | 70000 | 101.8 |iter: 6/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.0233e-05 | 9.5000e-04 | 3315 | 163840000 | 76 | 80000 | 116.4 |iter: 7/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.2548e-05 | 1.0000e-03 | 4156 | 184320000 | 90 | 90000 | 130.9 |iter: 8/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.2896e-05 | 9.8000e-04 | 4689 | 204800000 | 98 | 100000 | 145.4 |iter: 9/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.0969e-05 | 9.1818e-04 | 4724 | 225280000 | 101 | 110000 | 160.0 |iter: 10/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.1228e-05 | 9.5833e-04 | 5217 | 245760000 | 115 | 120000 | 174.5 |iter: 11/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.0756e-05 | 9.6154e-04 | 5526 | 266240000 | 125 | 130000 | 189.0 |iter: 12/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.0731e-05 | 9.6429e-04 | 5944 | 286720000 | 135 | 140000 | 203.5 |iter: 13/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.0010e-05 | 9.6000e-04 | 6147 | 307200000 | 144 | 150000 | 218.1 |iter: 14/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.1347e-05 | 9.7500e-04 | 6995 | 327680000 | 156 | 160000 | 232.6 |iter: 15/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.1177e-05 | 9.6471e-04 | 7373 | 348160000 | 164 | 170000 | 247.3 |iter: 16/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.0847e-05 | 9.4444e-04 | 7685 | 368640000 | 170 | 180000 | 261.9 |iter: 17/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.0145e-05 | 9.2105e-04 | 7839 | 389120000 | 175 | 190000 | 276.5 |iter: 18/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.0295e-05 | 9.2500e-04 | 8313 | 409600000 | 185 | 200000 | 291.0 |iter: 19/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 2.0268e-05 | 9.2381e-04 | 8717 | 430080000 | 194 | 210000 | 305.5 |iter: 20/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.7 | 1.9809e-05 | 9.1818e-04 | 8925 | 450560000 | 202 | 220000 | 320.0 |iter: 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"stdout", "output_type": "stream", "text": [ " 0.9 | 2.8069e-07 | 2.9559e-05 | 5737 | 20439040000 | 295 | 9980000 | 14546.4 |iter: 997/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.9 | 2.8055e-07 | 2.9630e-05 | 5740 | 20459520000 | 296 | 9990000 | 14561.4 |iter: 998/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.9 | 2.8027e-07 | 2.9600e-05 | 5740 | 20480000000 | 296 | 10000000 | 14576.3 |iter: 999/1000\r", " 0.9 | 2.8027e-07 | 2.9600e-05 | 5740 | 20480000000 | 296 | 10000000 | 14576.3 |reached max iterations\n", "\n", "Simulation stopped as target BER is reached @ EbNo = 0.9 dB.\n", "\n", "\n", " Running: 5G: LDPC\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "EbNo [dB] | BER | BLER | bit errors | num bits | block errors | num blocks | runtime [s] | status\n", "---------------------------------------------------------------------------------------------------------------------------------------\n", " -1.0 | 2.3028e-01 | 1.0000e+00 | 4716178 | 20480000 | 10000 | 10000 | 25.7 |iter: 0/1000\r", " -1.0 | 2.3028e-01 | 1.0000e+00 | 4716178 | 20480000 | 10000 | 10000 | 25.7 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.9 | 2.2436e-01 | 1.0000e+00 | 4594827 | 20480000 | 10000 | 10000 | 1.2 |iter: 0/1000\r", " -0.9 | 2.2436e-01 | 1.0000e+00 | 4594827 | 20480000 | 10000 | 10000 | 1.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.8 | 2.1745e-01 | 1.0000e+00 | 4453366 | 20480000 | 10000 | 10000 | 1.2 |iter: 0/1000\r", " -0.8 | 2.1745e-01 | 1.0000e+00 | 4453366 | 20480000 | 10000 | 10000 | 1.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.7 | 2.0868e-01 | 1.0000e+00 | 4273751 | 20480000 | 10000 | 10000 | 1.2 |iter: 0/1000\r", " -0.7 | 2.0868e-01 | 1.0000e+00 | 4273751 | 20480000 | 10000 | 10000 | 1.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.6 | 1.9895e-01 | 9.9960e-01 | 4074446 | 20480000 | 9996 | 10000 | 1.2 |iter: 0/1000\r", " -0.6 | 1.9895e-01 | 9.9960e-01 | 4074446 | 20480000 | 9996 | 10000 | 1.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.5 | 1.8486e-01 | 9.9870e-01 | 3786021 | 20480000 | 9987 | 10000 | 1.2 |iter: 0/1000\r", " -0.5 | 1.8486e-01 | 9.9870e-01 | 3786021 | 20480000 | 9987 | 10000 | 1.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.4 | 1.6662e-01 | 9.9320e-01 | 3412417 | 20480000 | 9932 | 10000 | 1.2 |iter: 0/1000\r", " -0.4 | 1.6662e-01 | 9.9320e-01 | 3412417 | 20480000 | 9932 | 10000 | 1.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.3 | 1.4036e-01 | 9.6450e-01 | 2874585 | 20480000 | 9645 | 10000 | 1.2 |iter: 0/1000\r", " -0.3 | 1.4036e-01 | 9.6450e-01 | 2874585 | 20480000 | 9645 | 10000 | 1.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.2 | 1.0994e-01 | 8.9120e-01 | 2251642 | 20480000 | 8912 | 10000 | 1.2 |iter: 0/1000\r", " -0.2 | 1.0994e-01 | 8.9120e-01 | 2251642 | 20480000 | 8912 | 10000 | 1.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.1 | 7.4402e-02 | 7.3570e-01 | 1523762 | 20480000 | 7357 | 10000 | 1.2 |iter: 0/1000\r", " -0.1 | 7.4402e-02 | 7.3570e-01 | 1523762 | 20480000 | 7357 | 10000 | 1.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " -0.0 | 4.5781e-02 | 5.3610e-01 | 937598 | 20480000 | 5361 | 10000 | 1.2 |iter: 0/1000\r", " -0.0 | 4.5781e-02 | 5.3610e-01 | 937598 | 20480000 | 5361 | 10000 | 1.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.1 | 2.1748e-02 | 3.1300e-01 | 445406 | 20480000 | 3130 | 10000 | 1.2 |iter: 0/1000\r", " 0.1 | 2.1748e-02 | 3.1300e-01 | 445406 | 20480000 | 3130 | 10000 | 1.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.2 | 8.5429e-03 | 1.3960e-01 | 174959 | 20480000 | 1396 | 10000 | 1.2 |iter: 0/1000\r", " 0.2 | 8.5429e-03 | 1.3960e-01 | 174959 | 20480000 | 1396 | 10000 | 1.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.3 | 2.9373e-03 | 5.1500e-02 | 60156 | 20480000 | 515 | 10000 | 1.2 |iter: 0/1000\r", " 0.3 | 2.9373e-03 | 5.1500e-02 | 60156 | 20480000 | 515 | 10000 | 1.2 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.4 | 6.6914e-04 | 1.3900e-02 | 13704 | 20480000 | 139 | 10000 | 1.2 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.4 | 7.3257e-04 | 1.4150e-02 | 30006 | 40960000 | 283 | 20000 | 2.5 |iter: 1/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.4 | 6.5068e-04 | 1.3200e-02 | 39978 | 61440000 | 396 | 30000 | 3.7 |iter: 2/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.4 | 6.2913e-04 | 1.3050e-02 | 51538 | 81920000 | 522 | 40000 | 4.9 |iter: 3/1000\r", " 0.4 | 6.2913e-04 | 1.3050e-02 | 51538 | 81920000 | 522 | 40000 | 4.9 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.9429e-04 | 3.7000e-03 | 3979 | 20480000 | 37 | 10000 | 1.2 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.4421e-04 | 2.9000e-03 | 5907 | 40960000 | 58 | 20000 | 2.5 |iter: 1/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.2371e-04 | 2.8333e-03 | 7601 | 61440000 | 85 | 30000 | 3.7 |iter: 2/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.4033e-04 | 3.1500e-03 | 11496 | 81920000 | 126 | 40000 | 4.9 |iter: 3/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.1852e-04 | 2.9400e-03 | 12136 | 102400000 | 147 | 50000 | 6.1 |iter: 4/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.3615e-04 | 3.0667e-03 | 16730 | 122880000 | 184 | 60000 | 7.4 |iter: 5/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.4697e-04 | 3.1571e-03 | 21070 | 143360000 | 221 | 70000 | 8.6 |iter: 6/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.4329e-04 | 3.0375e-03 | 23477 | 163840000 | 243 | 80000 | 9.8 |iter: 7/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.4164e-04 | 3.0333e-03 | 26108 | 184320000 | 273 | 90000 | 11.0 |iter: 8/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.3764e-04 | 2.9900e-03 | 28189 | 204800000 | 299 | 100000 | 12.3 |iter: 9/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.3812e-04 | 3.0364e-03 | 31116 | 225280000 | 334 | 110000 | 13.5 |iter: 10/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.3734e-04 | 3.0417e-03 | 33753 | 245760000 | 365 | 120000 | 14.7 |iter: 11/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.3374e-04 | 3.0154e-03 | 35607 | 266240000 | 392 | 130000 | 16.0 |iter: 12/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.3458e-04 | 3.0500e-03 | 38586 | 286720000 | 427 | 140000 | 17.2 |iter: 13/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.3690e-04 | 3.1467e-03 | 42056 | 307200000 | 472 | 150000 | 18.4 |iter: 14/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.5 | 1.3983e-04 | 3.1813e-03 | 45821 | 327680000 | 509 | 160000 | 19.6 |iter: 15/1000\r", " 0.5 | 1.3983e-04 | 3.1813e-03 | 45821 | 327680000 | 509 | 160000 | 19.6 |reached target block errors\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 1.7188e-05 | 3.0000e-04 | 352 | 20480000 | 3 | 10000 | 1.2 |iter: 0/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.6 | 9.6436e-06 | 2.5000e-04 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9970000 | 1256.2 |iter: 996/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.8 | 3.9327e-07 | 3.7074e-05 | 8038 | 20439040000 | 370 | 9980000 | 1257.5 |iter: 997/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.8 | 3.9287e-07 | 3.7037e-05 | 8038 | 20459520000 | 370 | 9990000 | 1258.8 |iter: 998/1000\r" ] }, { "name": "stdout", "output_type": "stream", "text": [ " 0.8 | 3.9248e-07 | 3.7000e-05 | 8038 | 20480000000 | 370 | 10000000 | 1260.0 |iter: 999/1000\r", " 0.8 | 3.9248e-07 | 3.7000e-05 | 8038 | 20480000000 | 370 | 10000000 | 1260.0 |reached max iterations\n", "\n", "Simulation stopped as target BER is reached @ EbNo = 0.8 dB.\n", "\n" ] } ], "source": [ "num_bits_per_symbol = 2 # QPSK\n", "ebno_db = np.arange(-1, 1.8, 0.1) # sim SNR range \n", "\n", "# run ber simulations for each code we have added to the list\n", "for code in codes_under_test:\n", " print(\"\\n Running: \" + code[2])\n", " \n", " # generate a new model with the given encoder/decoder\n", " torch.cuda.empty_cache()\n", " torch._dynamo.reset()\n", " model = System_Model(k=k,\n", " n=n,\n", " num_bits_per_symbol=num_bits_per_symbol,\n", " encoder=code[0],\n", " decoder=code[1],\n", " sim_esno=False)\n", " \n", " # the first argument must be a callable (function) that yields u and u_hat for batch_size and ebno\n", " ber_plot_long.simulate(model, # the function have defined previously\n", " ebno_dbs=ebno_db, # SNR to simulate\n", " legend=code[2], # legend string for plotting\n", " max_mc_iter=1000, # run 100 Monte Carlo runs per SNR point\n", " num_target_block_errors=500, # continue with next SNR point after 2000 bit errors\n", " target_ber=6e-7,\n", " batch_size=10000, # batch-size per Monte Carlo run\n", " soft_estimates=False, # the model returns hard-estimates\n", " early_stop=True, # stop simulation if no error has been detected at current SNR point\n", " show_fig=False, # we show the figure after all results are simulated\n", " add_bler=True, # in case BLER is also interesting\n", " compile_mode=\"default\",\n", " forward_keyboard_interrupt=False); # should be True in a loop" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2026-02-16T17:09:58.163767Z", "iopub.status.busy": "2026-02-16T17:09:58.163626Z", "iopub.status.idle": "2026-02-16T17:09:58.516873Z", "shell.execute_reply": "2026-02-16T17:09:58.515990Z" } }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# and show the figure\n", "ber_plot_long(xlim=[-1., 1.7],ylim=(6e-7, 1)) # we set the ylim to 1e-5 as otherwise more extensive simualtions would be required for accurate curves." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A comparison of short length codes can be found in the tutorial notebook [5G Channel Coding Polar vs. LDPC Codes](https://nvlabs.github.io/sionna/phy/tutorials/notebooks/5G_Channel_Coding_Polar_vs_LDPC_Codes.html)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Final Figure\n", "\n", "Combine results from the two simulations." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "execution": { "iopub.execute_input": "2026-02-16T17:09:58.519340Z", "iopub.status.busy": "2026-02-16T17:09:58.519200Z", "iopub.status.idle": "2026-02-16T17:09:58.976540Z", "shell.execute_reply": "2026-02-16T17:09:58.975508Z" } }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "snrs = list(np.compress(a=ber_plot._snrs, condition=ber_plot._is_bler, axis=0))\n", "bers = list(np.compress(a=ber_plot._bers, condition=ber_plot._is_bler, axis=0))\n", "legends = list(np.compress(a=ber_plot._legends, condition=ber_plot._is_bler, axis=0))\n", "is_bler = list(np.compress(a=ber_plot._is_bler, condition=ber_plot._is_bler, axis=0))\n", "\n", "ylabel = \"BLER\"\n", "\n", "# generate two subplots\n", "fig, (ax1, ax2) = plt.subplots(1,2, figsize=(16,10))\n", "\n", "ax1.tick_params(axis='both', which='major', labelsize=18)\n", "ax2.tick_params(axis='both', which='major', labelsize=18)\n", "\n", " \n", "# Part A \n", "xlim=[0, 6]\n", "ylim=[1e-4, 1]\n", "\n", "ax1.set_xlim(xlim)\n", "ax1.set_ylim(ylim)\n", "\n", "for idx, b in enumerate(bers):\n", " ax1.semilogy(snrs[idx], b, \"--\", linewidth=2)\n", "\n", "ax1.grid(which=\"both\")\n", "ax1.set_xlabel(r\"$E_b/N_0$ (dB)\", fontsize=25)\n", "ax1.set_ylabel(ylabel, fontsize=25)\n", "ax1.legend(legends, fontsize=20, loc=\"upper right\");\n", "ax1.set_title(\"$k=512, n=1024$\", fontsize=20)\n", "\n", "\n", "# remove \"(BLER)\" labels from legend\n", "for idx, l in enumerate(ber_plot_long.legend):\n", " ber_plot_long.legend[idx] = l.replace(\" (BLER)\", \"\")\n", " \n", "snrs = list(np.compress(condition=ber_plot_long._is_bler, a=ber_plot_long._snrs, axis=0))\n", "bers = list(np.compress(condition=ber_plot_long._is_bler, a=ber_plot_long._bers, axis=0))\n", "legends = list(np.compress(condition=ber_plot_long._is_bler, a=ber_plot_long._legends, axis=0))\n", "is_bler = list(np.compress(condition=ber_plot_long._is_bler, a=ber_plot_long._is_bler, axis=0))\n", "\n", "\n", "# Part B\n", "xlim=[-1, 2]\n", "ylim=[1e-4, 1]\n", "\n", "ax2.set_xlim(xlim)\n", "ax2.set_ylim(ylim)\n", "ax2.set_title(\"$k=2048, n=6156$\", fontsize=20)\n", "\n", "# return figure handle\n", "#for idx, b in enumerate(bers):\n", "\n", "ax2.semilogy(snrs[0], bers[0], \"--\", linewidth=2, color=\"orange\")\n", "ax2.semilogy(snrs[1], bers[1], \"--\", linewidth=2, color=\"green\")\n", "ax2.semilogy(snrs[2], bers[2], \"--\", linewidth=2, color=\"blue\")\n", "\n", "ax2.grid(which=\"both\")\n", "ax2.set_xlabel(r\"$E_b/N_0$ (dB)\", fontsize=25)\n", "ax2.set_ylabel(ylabel, fontsize=25)\n", "plt.legend(legends, fontsize=20, loc=\"upper right\");" ] } ], "metadata": { "kernelspec": { "display_name": ".venv", "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": "3.12.12" }, "toc-autonumbering": false, "toc-showmarkdowntxt": false }, "nbformat": 4, "nbformat_minor": 4 }