From 7bf42b6d593aa49df2414dd2485904d462ac5ad0 Mon Sep 17 00:00:00 2001 From: Patrick Hangl Date: Wed, 25 Mar 2026 15:01:02 +0100 Subject: [PATCH] Histogramm weiter --- ANR_high_level.ipynb | 57 +++++++++++++++++++------------------------- DSP_output.ipynb | 4 ++-- 2 files changed, 26 insertions(+), 35 deletions(-) diff --git a/ANR_high_level.ipynb b/ANR_high_level.ipynb index 1953dcb..67ee510 100644 --- a/ANR_high_level.ipynb +++ b/ANR_high_level.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 98, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -104,10 +104,10 @@ "source": [ "#Plots für Simple Usecases\n", "\n", - "SIMULATION = True\n", + "SIMULATION = False\n", "AUDIO = False\n", "PLOT = True\n", - "COMPLEX = True\n", + "COMPLEX = False\n", "\n", "plot = 'sine_1'\n", "\n", @@ -186,7 +186,7 @@ " dsp_desired_signal_r11 = desired_signal_r11*(2**(15)-1)\n", " dsp_noise_signal_r11 = noise_signal_r11*(2**(15)-1)\n", " dsp_noise_signal_vpu = noise_signal_vpu*(2**(15)-1)\n", - " dsp_corrupted_signal = dsp_desired_signal_r11 + dsp_noise_signal_r11\n", + " dsp_corrupted_signal = corrupted_signal*(2**(15)-1)\n", " python_output = output*(2**(15)-1)\n", " np.savetxt('simulation_data/simple_dsp_desired_signal_r11.txt', dsp_desired_signal_r11, fmt='%d')\n", " np.savetxt('simulation_data/simple_dsp_noise_signal_r11.txt', dsp_noise_signal_r11, fmt='%d')\n", @@ -305,16 +305,16 @@ }, { "cell_type": "code", - "execution_count": 115, + "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\phangl\\AppData\\Local\\Temp\\ipykernel_21904\\574305690.py:86: DeprecationWarning: `trapz` is deprecated. Use `trapezoid` instead, or one of the numerical integration functions in `scipy.integrate`.\n", + "C:\\Users\\phangl\\AppData\\Local\\Temp\\ipykernel_27168\\1942261754.py:86: DeprecationWarning: `trapz` is deprecated. Use `trapezoid` instead, or one of the numerical integration functions in `scipy.integrate`.\n", " snr_before = 10 * np.log10(np.trapz(desired_signal_r11**2, t) / np.trapz(noise_signal_r11**2, t))\n", - "C:\\Users\\phangl\\AppData\\Local\\Temp\\ipykernel_21904\\574305690.py:87: DeprecationWarning: `trapz` is deprecated. Use `trapezoid` instead, or one of the numerical integration functions in `scipy.integrate`.\n", + "C:\\Users\\phangl\\AppData\\Local\\Temp\\ipykernel_27168\\1942261754.py:87: DeprecationWarning: `trapz` is deprecated. Use `trapezoid` instead, or one of the numerical integration functions in `scipy.integrate`.\n", " snr_after = 10 * np.log10(np.trapz(desired_signal_r11**2, t) / np.trapz(error_signal**2, t2))\n" ] }, @@ -367,7 +367,7 @@ "COMPLEX= True\n", "SIMULATION = True\n", "AUDIO = False\n", - "PLOT = True\n", + "PLOT = False\n", "SERIES = False\n", "\n", "# Chirp Generator\n", @@ -883,20 +883,22 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\phangl\\AppData\\Local\\Temp\\ipykernel_21904\\3481948495.py:113: UserWarning: FigureCanvasAgg is non-interactive, and thus cannot be shown\n", - " figure1.show()\n" + "C:\\Users\\phangl\\AppData\\Local\\Temp\\ipykernel_27168\\3014463257.py:101: UserWarning: FigureCanvasAgg is non-interactive, and thus cannot be shown\n", + " figure1.show()\n", + "C:\\Users\\phangl\\AppData\\Local\\Temp\\ipykernel_27168\\3014463257.py:102: UserWarning: FigureCanvasAgg is non-interactive, and thus cannot be shown\n", + " figure2.show()\n" ] }, { "data": { - "image/png": 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", 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"text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -918,7 +920,7 @@ "source": [ "# Vergleich Output High/Low-Level\n", "\n", - "PLOT = False\n", + "PLOT = True\n", "COMPLEX = True\n", "\n", "if COMPLEX == True:\n", @@ -928,21 +930,8 @@ " python_output = np.loadtxt('filter_output/simple_python_output.txt', delimiter=\",\")/(2**(15)-1)\n", " dsp_output = np.loadtxt('filter_output/simple_dsp_output.txt', delimiter=\",\")[:-1]/(2**(15)-1)\n", "\n", - "from scipy.stats import pearsonr\n", - "from scipy import signal\n", - "\n", - "# 1. Mean Squared Error (MSE)\n", - "mse = np.mean((python_output - dsp_output)**2) \n", - "# 2. Root Mean Squared Error (RMSE)\n", - "rmse = np.sqrt(mse)\n", - "# 3. Mean Absolute Error (MAE)\n", - "mae = np.mean(np.abs(python_output - dsp_output))\n", - "# 4. Pearson Correlation Coefficient (Lineare Korrelation)\n", - "correlation, p_value = pearsonr(python_output, dsp_output)\n", - "# 5. Normalized Mean Squared Error (NMSE) - normalisiert durch Varianz des Referenzsignals\n", - "nmse = np.sum((python_output - dsp_output) ** 2) / np.sum(dsp_output ** 2)\n", - "\n", "diff = python_output - dsp_output\n", + "\n", "if COMPLEX == True:\n", " t = np.linspace(0, 200000, 200000)/20000\n", "else:\n", @@ -956,7 +945,7 @@ "ax3.plot(t, dsp_output, linestyle='-', c='indianred', linewidth=1, alpha=0.7)\n", "ax3.plot(t, diff, linestyle='-', c='green', linewidth=2, alpha=0.7, label=f'Error Amplitude')\n", "\n", - "figure2, ax4 = plt.subplots(1, 1, figsize=(17.25, 5))\n", + "figure2, ax4 = plt.subplots(1, 1, figsize=(15, 7))\n", "ax4.hist(diff, bins=100, density=True, color='green',edgecolor='black', alpha=0.7)\n", "ax4.set_yscale('log')\n", "\n", @@ -1021,14 +1010,16 @@ "ax2.spines['right'].set_visible(False)\n", "ax3.spines['right'].set_visible(False)\n", "ax4.spines['right'].set_visible(False)\n", - "ax3.legend(loc='upper right')\n", - "ax4.legend(loc='upper right')\n", + "ax3.legend(frameon=False, loc='upper right')\n", + "ax4.legend(frameon=False, loc='upper right')\n", "\n", "figure1.tight_layout()\n", + "figure2.tight_layout()\n", "if PLOT == True:\n", " figure1.savefig(f'plots/fig_high_low_comparison', dpi=600)\n", " figure2.savefig(f'plots/fig_high_low_comparison_hist', dpi=600)\n", - "figure1.show()\n" + "figure1.show()\n", + "figure2.show()\n" ] }, { diff --git a/DSP_output.ipynb b/DSP_output.ipynb index 2b0a0ec..5a840df 100644 --- a/DSP_output.ipynb +++ b/DSP_output.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "id": "59938c83", "metadata": {}, "outputs": [ @@ -31,7 +31,7 @@ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", - "PLOT = False\n", + "PLOT = True\n", "\n", "dsp_desired_signal_r11 = np.genfromtxt(\"./simulation_data/complex_dsp_desired_signal_r11.txt\", dtype=int)/(2**(15)-1)\n", "dsp_noise_signal_r11 = np.genfromtxt(\"./simulation_data/complex_dsp_noise_signal_r11.txt\", dtype=int)/(2**(15)-1)\n",