diff --git a/flake.nix b/flake.nix index 7a27f9d..02bb40e 100644 --- a/flake.nix +++ b/flake.nix @@ -63,6 +63,8 @@ cgal boost cairo + # ffmpeg for plot animation + ffmpeg ] ++ [ ## Phython stuff for plotting (python3.withPackages (ps: with ps; with python3Packages; [ diff --git a/utk_experiments/main.cpp b/utk_experiments/main.cpp index e4aad05..299bdc3 100644 --- a/utk_experiments/main.cpp +++ b/utk_experiments/main.cpp @@ -73,11 +73,13 @@ int main() { writeRadspecToFile("radSpec.txt", radSpec); - // PCF - std::cout << "Calculating PCF with " << NBINS << " bins…" << std::endl; - auto pcf = utk::PCF{true, 0.01, 0.5, NBINS, 0.001}.compute(pointView); + for (float i = 0.015625f; i <= 0.5f; i += 0.015625f) { + // PCF + std::cout << "Calculating PCF with " << NBINS << " bins for max radius " << i << "…" << std::endl; + auto pcf = utk::PCF{true, 0.01, i, NBINS, 0.001}.compute(pointView); - writePCFToFile("pcf.txt", pcf); + writePCFToFile("pcffiles/pcf_" + std::to_string(i) + ".txt", pcf); + } // FFT based spectrum std::cout << "Calculating spectrum with resolution " << DIMENSION << "…" diff --git a/utk_experiments/plotting/animation.mp4 b/utk_experiments/plotting/animation.mp4 new file mode 100644 index 0000000..c373809 Binary files /dev/null and b/utk_experiments/plotting/animation.mp4 differ diff --git a/utk_experiments/plotting/plotter.ipynb b/utk_experiments/plotting/plotter.ipynb index 96fde30..9b69ae4 100644 --- a/utk_experiments/plotting/plotter.ipynb +++ b/utk_experiments/plotting/plotter.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 4, + "execution_count": 2, "id": "3c65dafa-2226-4d12-a61e-f92a5f92bc97", "metadata": {}, "outputs": [], @@ -27,7 +27,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 3, "id": "b08c4be6-e653-499c-803b-e125f2e24f4b", "metadata": {}, "outputs": [], @@ -59,7 +59,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 4, "id": "3a4fff42-a5fe-4b80-93ba-54482e755c79", "metadata": {}, "outputs": [], @@ -77,7 +77,7 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": 5, "id": "4bc08371-8322-4f1a-b78a-8a0f94dd8a7f", "metadata": {}, "outputs": [], @@ -94,6 +94,65 @@ " return (xs, ys)" ] }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c08e9726-cd2b-4d8a-a0ec-ef63fc8d7334", + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "\n", + "def load_pcfseries(folderpath):\n", + " pcffiles = os.listdir(folderpath)\n", + " values = {}\n", + "\n", + " for pcffilename in pcffiles:\n", + " cutoff = pcffilename.split(\"_\")[1].split('.txt')[0]\n", + " values[cutoff] = load_pcf(os.path.join(folderpath, pcffilename))\n", + "\n", + "\n", + " return values" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "cd9f363e-99f6-495d-a64c-793175509699", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from matplotlib import animation\n", + "\n", + "functions = load_pcfseries(\"../result_data/pcffiles/\")\n", + "\n", + "keys = sorted(functions.keys())\n", + "\n", + "fig, ax = plt.subplots()\n", + "\n", + "plot = ax.plot(functions[keys[0]][0], functions[keys[0]][1])[0]\n", + "ax.set(xlim=[0, 1100], ylim=[0, 2.5])\n", + "\n", + "def update(frame):\n", + " ax.set_title(keys[frame])\n", + " plot.set_xdata(functions[keys[frame]][0])\n", + " plot.set_ydata(functions[keys[frame]][1])\n", + "\n", + "anim = animation.FuncAnimation(fig=fig, func=update, frames=len(keys), interval=300)\n", + "anim.save(\"animation.mp4\", dpi=600)" + ] + }, { "cell_type": "code", "execution_count": 49, @@ -146,7 +205,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 22, "id": "41753602-44bb-44a9-a050-f1887589bd96", "metadata": {}, "outputs": [], diff --git 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