From fe7eacf961dd8a8768abc8e9ec49f16ae4175459 Mon Sep 17 00:00:00 2001 From: Jacob Date: Mon, 28 Mar 2022 13:32:58 +0200 Subject: [PATCH] stuff --- Auswertung/fig0.png | Bin 0 -> 709616 bytes Auswertung/fig1.png | Bin 0 -> 823548 bytes Auswertung/fig2.png | Bin 0 -> 801714 bytes Auswertung/length3_2d.pdf | Bin 0 -> 59686 bytes Auswertung/main.py | 4 +- Auswertung/notebooks/figure.ipynb | 160 +++ Auswertung/notebooks/kovergence.ipynb | 64 +- Auswertung/notebooks/length3_2d.pdf | Bin 0 -> 60343 bytes Auswertung/notebooks/out.pdf | Bin 0 -> 59221 bytes Auswertung/notebooks/out2.pdf | Bin 0 -> 59385 bytes Auswertung/sphere_2d.pdf | Bin 0 -> 58996 bytes C++/benchmark/bench.cpp | 14 +- C++/benchmark/bench_euler.cpp | 8 +- C++/benchmark/bench_mbd.cpp | 8 +- C++/conanfile.py | 3 +- C++/src/CMakeLists.txt | 8 +- C++/src/{ => Data}/Rod2d.cpp | 0 C++/src/{ => Data}/Rod2d.hpp | 0 C++/src/{ => Data}/Simulation.cpp | 1 + C++/src/{ => Data}/Simulation.h | 0 C++/src/{ => Integratoren}/Integratoren2d.cpp | 2 +- C++/src/{ => Integratoren}/Integratoren2d.h | 16 +- C++/src/indicators/block_progress_bar.hpp | 290 ++++++ C++/src/indicators/color.hpp | 9 + C++/src/indicators/cursor_control.hpp | 66 ++ C++/src/indicators/cursor_movement.hpp | 50 + C++/src/indicators/details/stream_helper.hpp | 223 +++++ C++/src/indicators/display_width.hpp | 319 ++++++ C++/src/indicators/dynamic_progress.hpp | 122 +++ C++/src/indicators/font_style.hpp | 9 + .../indicators/indeterminate_progress_bar.hpp | 237 +++++ C++/src/indicators/multi_progress.hpp | 82 ++ C++/src/indicators/progress_bar.hpp | 360 +++++++ C++/src/indicators/progress_spinner.hpp | 227 +++++ C++/src/indicators/progress_type.hpp | 9 + C++/src/indicators/setting.hpp | 222 +++++ C++/src/indicators/termcolor.hpp | 916 ++++++++++++++++++ C++/src/indicators/terminal_size.hpp | 44 + C++/src/konvergenz_runner.cpp | 51 - C++/src/konvergenz_runner.h | 18 - C++/src/main.cpp | 102 +- C++/src/runner/konvergenz_runner.cpp | 147 +++ C++/src/runner/konvergenz_runner.h | 28 + C++/src/{ => tools}/Compute.cpp | 30 +- C++/src/{ => tools}/Compute.h | 27 +- C++/src/{ => tools}/LiveAgg.cpp | 0 C++/src/{ => tools}/LiveAgg.hpp | 0 C++/src/{ => tools}/logging.cpp | 0 C++/src/{ => tools}/logging.hpp | 0 C++/src/{ => tools}/vec_trafos.h | 0 C++/test/catch_main.cpp | 2 +- C++/test/test_Compute.cpp | 2 +- C++/test/test_LiveAgg.cpp | 2 +- C++/test/test_Rod2d.cpp | 4 +- 54 files changed, 3699 insertions(+), 187 deletions(-) create mode 100644 Auswertung/fig0.png create mode 100644 Auswertung/fig1.png create mode 100644 Auswertung/fig2.png create mode 100644 Auswertung/length3_2d.pdf create mode 100644 Auswertung/notebooks/figure.ipynb create mode 100644 Auswertung/notebooks/length3_2d.pdf create mode 100644 Auswertung/notebooks/out.pdf create mode 100644 Auswertung/notebooks/out2.pdf create mode 100644 Auswertung/sphere_2d.pdf rename C++/src/{ => Data}/Rod2d.cpp (100%) rename C++/src/{ => Data}/Rod2d.hpp (100%) rename C++/src/{ => Data}/Simulation.cpp (96%) rename C++/src/{ => Data}/Simulation.h (100%) rename C++/src/{ => Integratoren}/Integratoren2d.cpp (99%) rename C++/src/{ => Integratoren}/Integratoren2d.h (79%) create mode 100644 C++/src/indicators/block_progress_bar.hpp create mode 100644 C++/src/indicators/color.hpp create mode 100644 C++/src/indicators/cursor_control.hpp create mode 100644 C++/src/indicators/cursor_movement.hpp create mode 100644 C++/src/indicators/details/stream_helper.hpp create mode 100644 C++/src/indicators/display_width.hpp create mode 100644 C++/src/indicators/dynamic_progress.hpp create mode 100644 C++/src/indicators/font_style.hpp create mode 100644 C++/src/indicators/indeterminate_progress_bar.hpp create mode 100644 C++/src/indicators/multi_progress.hpp create mode 100644 C++/src/indicators/progress_bar.hpp create mode 100644 C++/src/indicators/progress_spinner.hpp create mode 100644 C++/src/indicators/progress_type.hpp create mode 100644 C++/src/indicators/setting.hpp create mode 100644 C++/src/indicators/termcolor.hpp create mode 100644 C++/src/indicators/terminal_size.hpp delete mode 100644 C++/src/konvergenz_runner.cpp delete mode 100644 C++/src/konvergenz_runner.h create mode 100644 C++/src/runner/konvergenz_runner.cpp create mode 100644 C++/src/runner/konvergenz_runner.h rename C++/src/{ => tools}/Compute.cpp (90%) rename C++/src/{ => tools}/Compute.h (71%) rename C++/src/{ => tools}/LiveAgg.cpp (100%) rename C++/src/{ => tools}/LiveAgg.hpp (100%) rename C++/src/{ => tools}/logging.cpp (100%) rename C++/src/{ => tools}/logging.hpp (100%) rename C++/src/{ => tools}/vec_trafos.h (100%) diff --git a/Auswertung/fig0.png b/Auswertung/fig0.png new file mode 100644 index 0000000000000000000000000000000000000000..5f82a1e40866b5dc5874c08e17d6b0c19f578e8b GIT binary patch literal 709616 zcmeFZWmwkf`ZbI?4l@=rHX@-CiXe(0(ze{B(ujhDAT2G;7#M)yjkJJDw}^D9NJ%N( zsB|kS{j7_b{h!&-yZ7^cdcVBKb02$V*u*ccIM21#xz6js1=;f(*X>$ILqoHXB5_8Z 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\n" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "analytisch = [[True,True,True,True,False,False],\n", + " [False,True,False,False,False,False],\n", + " [False,True,False,False,False,False]]\n", + "kwargs = [[{},{},{},{},{},{}],\n", + " [{},{},{},{},{},{}],\n", + " [{},{},{},{},{},{}]]\n", + "\n", + "\n", + "path = \"../data/out/\"\n", + "fig, ax = plt.subplots(3,6,figsize=(14,8))\n", + "length = \"_3.000000\"\n", + "for forceindex,force in enumerate(forces):\n", + " for compute_index,compute in enumerate(computes):\n", + " for index,integrator in enumerate(integrators):\n", + " file = path+compute+\"_\"+integrator+\"_\"+force+length+\".dat\"\n", + " data = np.loadtxt(file,delimiter=\" \")\n", + " ax[forceindex][compute_index].errorbar(data[:,0],data[:,1],yerr=data[:,2],label=integrator,**kwargs[forceindex][compute_index])\n", + " if index==0 and analytisch[forceindex][compute_index]:\n", + " ax[forceindex][compute_index].plot(data[:,0],data[:,3],\":\",label=\"analyitsch\", zorder=100)\n", + " ax[forceindex][compute_index].set_title(compute)\n", + " if forceindex==0 and compute_index==0:\n", + " plt.figlegend( loc = 'lower center', ncol=6, labelspacing=0. )\n", + "\n", + "ax[0][0].set_ylabel(\"zero\")\n", + "ax[1][0].set_ylabel(\"const\")\n", + "ax[2][0].set_ylabel(\"harmonic\")\n", + "ax[0][1].axvline(1,color=\"r\")\n", + "ax[1][1].axvline(1,color=\"r\")\n", + "ax[2][1].axvline(1,color=\"r\")\n", + "ax[2][0].axvline(1,color=\"r\")\n", + "\n", + "fig.suptitle('Rod length 3', fontsize=16)\n", + "\n", + "#ax[0][2].set_ylim([0.8,1.2])\n", + "#ax[0][3].set_ylim([0.8,1.2])\n", + "ax[0][4].set_ylim([0.95,1.05])\n", + "#ax[2][5].set_ylim([0.8,1.2])\n", + "#plt.tight_layout()\n", + "plt.savefig(\"../length3_2d.pdf\")\n", + "plt.show()\n" + ], + "metadata": { + "collapsed": false, + "pycharm": { + "name": "#%%\n" + } + } + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 2 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython2", + "version": "2.7.6" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} \ No newline at end of file diff --git a/Auswertung/notebooks/kovergence.ipynb b/Auswertung/notebooks/kovergence.ipynb index af6414c..70ebd0a 100644 --- a/Auswertung/notebooks/kovergence.ipynb +++ b/Auswertung/notebooks/kovergence.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 36, + "execution_count": 1, "outputs": [], "source": [ "import numpy as np\n", @@ -17,14 +17,14 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": 2, "outputs": [], "source": [ - "data1 = np.loadtxt(\"../data/1Euler_msd_harmonic.dat\")\n", - "data2 = np.loadtxt(\"../data/2Heun_msd_harmonic.dat\")\n", - "data3 = np.loadtxt(\"../data/3Exact_msd_harmonic.dat\")\n", - "data4 = np.loadtxt(\"../data/4BDAS_msd_harmonic.dat\")\n", - "data5 = np.loadtxt(\"../data/5MBD_msd_harmonic.dat\")" + "data1 = np.loadtxt(\"../data/out/1Euler_msd_harmonic_konv.dat\")\n", + "data2 = np.loadtxt(\"../data/out/2Heun_msd_harmonic_konv.dat\")\n", + "data3 = np.loadtxt(\"../data/out/3Exact_msd_harmonic_konv.dat\")\n", + "data4 = np.loadtxt(\"../data/out/4BDAS_msd_harmonic_konv.dat\")\n", + "data5 = np.loadtxt(\"../data/out/5MBD_msd_harmonic_konv.dat\")" ], "metadata": { "collapsed": false, @@ -35,20 +35,12 @@ }, { "cell_type": "code", - "execution_count": 38, + "execution_count": 3, "outputs": [ - { - "data": { - "text/plain": "[]" - }, - "execution_count": 38, - "metadata": {}, - "output_type": "execute_result" - }, { "data": { "text/plain": "
    ", - "image/png": 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\n" 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\n" }, "metadata": { "needs_background": "light" @@ -57,12 +49,15 @@ } ], "source": [ - "plt.loglog(data1[:,0], data1[:,1])\n", - "plt.loglog(data2[:,0], data2[:,1])\n", - "plt.loglog(data3[:,0], data3[:,1])\n", - "plt.loglog(data4[:,0], data4[:,1])\n", - "plt.loglog(data5[:,0], data5[:,1])\n", - "\n", + "plt.loglog(data1[:,0], data1[:,1],label=\"Euler\")\n", + "plt.loglog(data2[:,0], data2[:,1],label=\"Heun\")\n", + "plt.loglog(data3[:,0], data3[:,1],label=\"Exact\")\n", + "plt.loglog(data4[:,0], data4[:,1],label=\"BDAS\")\n", + "plt.loglog(data5[:,0], data5[:,1],label=\"MBD\")\n", + "plt.title(\"Mean square displacment\")\n", + "plt.xlabel(\"Time-Step\")\n", + "plt.ylabel(\"Error\")\n", + "plt.legend()\n", "del data1,data2,data3,data4,data5" ], "metadata": { @@ -74,14 +69,14 @@ }, { "cell_type": "code", - "execution_count": 39, + "execution_count": 4, "outputs": [], "source": [ - "data1 = np.loadtxt(\"../data/1Euler_oaf_harmonic.dat\")\n", - "data2 = np.loadtxt(\"../data/2Heun_oaf_harmonic.dat\")\n", + "data1 = np.loadtxt(\"../data/out/1Euler_oaf_harmonic_konv.dat\")\n", + "data2 = np.loadtxt(\"../data/out/2Heun_oaf_harmonic_konv.dat\")\n", "#data3 = np.loadtxt(\"../data/3Exact_oaf_harmonic.dat\")\n", "#data4 = np.loadtxt(\"../data/4BDAS_oaf_harmonic.dat\")\n", - "data5 = np.loadtxt(\"../data/5MBD_oaf_harmonic.dat\")" + "data5 = np.loadtxt(\"../data/out/5MBD_oaf_harmonic_konv.dat\")" ], "metadata": { "collapsed": false, @@ -92,20 +87,20 @@ }, { "cell_type": "code", - "execution_count": 40, + "execution_count": 5, "outputs": [ { "data": { - "text/plain": "" + "text/plain": "Text(0, 0.5, 'Error')" }, - "execution_count": 40, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" }, { "data": { "text/plain": "
    ", - "image/png": 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\n" + "image/png": 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}, "metadata": { "needs_background": "light" @@ -119,7 +114,10 @@ "#plt.loglog(data3[:,0], data3[:,1])\n", "#plt.loglog(data4[:,0], data4[:,1])\n", "plt.loglog(data5[:,0], data5[:,1],label=\"MBD\")\n", - "plt.legend()" + "plt.legend()\n", + "plt.title(\"Oaf\")\n", + "plt.xlabel(\"Time-Step\")\n", + "plt.ylabel(\"Error\")" ], "metadata": { "collapsed": false, @@ -130,7 +128,7 @@ }, { "cell_type": "code", - "execution_count": 40, + "execution_count": 5, "outputs": [], "source": [], "metadata": { diff --git a/Auswertung/notebooks/length3_2d.pdf b/Auswertung/notebooks/length3_2d.pdf new file mode 100644 index 0000000000000000000000000000000000000000..66de0272996e8f1cdb321ad25e31c9b97548a9f2 GIT binary patch literal 60343 zcmYhiV|ZOr*Qg!ac6MwvY|J*cZJRr`Z6}RwJ8A4RjcxAO{`$Pn`ObNNtu-cweynw0 zbBsx)DE@W$#-Sor3-W9<9-*-hLS64GUZx&m0F?Ecvl{Xb8!|MQdr=mA(%ER9U9>@5IX|J|;sU~Fw> z;tJsYALakg9k%}+fQY@lgR2XGjrG4Ci2d`%%>LiN_y5XrW~Np~q7J}+KKy3|8!Iah 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"legacy/Integratoren2d_forceless.h" -#include "Rod2d.hpp" +#include "Integratoren/Integratoren2d.h" +#include "Data/Rod2d.hpp" TEST_CASE("Euler - Baseline", "[benchmark]") { Rod2d rod(1.0); Simulation sim(0.01, Catch::rngSeed()); BENCHMARK("Euler without force") { - Integratoren2d_forceless::Set1_Euler(rod, sim); + Integratoren2d::Set1_Euler(rod, sim); }; BENCHMARK("Heun without force") { - Integratoren2d_forceless::Set2_Heun(rod, sim); + Integratoren2d::Set2_Heun(rod, sim); }; BENCHMARK("Exact without force") { - Integratoren2d_forceless::Set3_Exact(rod, sim); + Integratoren2d::Set3_Exact(rod, sim); }; BENCHMARK("BDAS without force") { - Integratoren2d_forceless::Set4_BDAS(rod, sim); + Integratoren2d::Set4_BDAS(rod, sim); }; BENCHMARK("MBD without force") { - Integratoren2d_forceless::Set5_MBD(rod, sim); + Integratoren2d::Set5_MBD(rod, sim); }; } \ No newline at end of file diff --git a/C++/benchmark/bench_euler.cpp b/C++/benchmark/bench_euler.cpp index 0f2cff6..b37422d 100644 --- a/C++/benchmark/bench_euler.cpp +++ b/C++/benchmark/bench_euler.cpp @@ -1,14 +1,14 @@ // // Created by jholder on 10/25/21. // -#include "Rod2d.hpp" -#include "Simulation.h" -#include "legacy/Integratoren2d_forceless.h" +#include "Data/Rod2d.hpp" +#include "Data/Simulation.h" +#include "Integratoren/Integratoren2d.h" int main(){ Rod2d rod(1.0); Simulation sim(0.01, 1); for (int i = 0; i < 10000000; ++i) { - Integratoren2d_forceless::Set1_Euler(rod, sim); + Integratoren2d::Set1_Euler(rod, sim); } return EXIT_SUCCESS; } \ No newline at end of file diff --git a/C++/benchmark/bench_mbd.cpp b/C++/benchmark/bench_mbd.cpp index 362c744..0dfb50c 100644 --- a/C++/benchmark/bench_mbd.cpp +++ b/C++/benchmark/bench_mbd.cpp @@ -2,14 +2,14 @@ // Created by jholder on 10/25/21. // -#include "Rod2d.hpp" -#include "Simulation.h" -#include "legacy/Integratoren2d_forceless.h" +#include "Data/Rod2d.hpp" +#include "Data/Simulation.h" +#include "Integratoren/Integratoren2d.h" int main(){ Rod2d rod(1.0); Simulation sim(0.01, 1); for (int i = 0; i < 10000000; ++i) { - Integratoren2d_forceless::Set5_MBD(rod, sim); + Integratoren2d::Set5_MBD(rod, sim); } return EXIT_SUCCESS; } \ No newline at end of file diff --git a/C++/conanfile.py b/C++/conanfile.py index 34f4d7d..3adeb63 100644 --- a/C++/conanfile.py +++ b/C++/conanfile.py @@ -9,6 +9,7 @@ class CppStarterProject(ConanFile): "docopt.cpp/0.6.2", "fmt/8.0.1", "spdlog/1.9.2", - "eigen/3.4.0" + "eigen/3.4.0", + "indicators/2.2" ) generators = "cmake", "gcc", "txt", "cmake_find_package" diff --git a/C++/src/CMakeLists.txt b/C++/src/CMakeLists.txt index 37250a3..e5928db 100644 --- a/C++/src/CMakeLists.txt +++ b/C++/src/CMakeLists.txt @@ -3,11 +3,11 @@ find_package(spdlog) find_package(Eigen3) -add_library(logging logging.cpp) +add_library(logging tools/logging.cpp) -add_library(integratoren SHARED LiveAgg.cpp Rod2d.cpp Simulation.cpp - Simulation.h Integratoren2d.cpp - Compute.cpp konvergenz_runner.cpp konvergenz_runner.h) +add_library(integratoren SHARED tools/LiveAgg.cpp Data/Rod2d.cpp Data/Simulation.cpp + Data/Simulation.h Integratoren/Integratoren2d.cpp + tools/Compute.cpp runner/konvergenz_runner.cpp runner/konvergenz_runner.h) target_include_directories(integratoren PUBLIC .) target_link_libraries( integratoren diff --git a/C++/src/Rod2d.cpp b/C++/src/Data/Rod2d.cpp similarity index 100% rename from C++/src/Rod2d.cpp rename to C++/src/Data/Rod2d.cpp diff --git a/C++/src/Rod2d.hpp b/C++/src/Data/Rod2d.hpp similarity index 100% rename from C++/src/Rod2d.hpp rename to C++/src/Data/Rod2d.hpp diff --git a/C++/src/Simulation.cpp b/C++/src/Data/Simulation.cpp similarity index 96% rename from C++/src/Simulation.cpp rename to C++/src/Data/Simulation.cpp index 7d39a2d..e862ac1 100644 --- a/C++/src/Simulation.cpp +++ b/C++/src/Data/Simulation.cpp @@ -5,6 +5,7 @@ #include "Simulation.h" double Simulation::getNorm(double t_norm) { + //return 0.0; return t_norm * m_norm(m_generator); } diff --git a/C++/src/Simulation.h b/C++/src/Data/Simulation.h similarity index 100% rename from C++/src/Simulation.h rename to C++/src/Data/Simulation.h diff --git a/C++/src/Integratoren2d.cpp b/C++/src/Integratoren/Integratoren2d.cpp similarity index 99% rename from C++/src/Integratoren2d.cpp rename to C++/src/Integratoren/Integratoren2d.cpp index 8714001..ff42eac 100644 --- a/C++/src/Integratoren2d.cpp +++ b/C++/src/Integratoren/Integratoren2d.cpp @@ -3,7 +3,7 @@ // #include "Integratoren2d.h" -#include "vec_trafos.h" +#include "tools/vec_trafos.h" using Vector = Eigen::Vector2d; using Matrix = Eigen::Matrix2d; diff --git a/C++/src/Integratoren2d.h b/C++/src/Integratoren/Integratoren2d.h similarity index 79% rename from C++/src/Integratoren2d.h rename to C++/src/Integratoren/Integratoren2d.h index 71e96d7..b936971 100644 --- a/C++/src/Integratoren2d.h +++ b/C++/src/Integratoren/Integratoren2d.h @@ -4,19 +4,19 @@ #pragma once -#include "Rod2d.hpp" -#include "Simulation.h" +#include "Data/Rod2d.hpp" +#include "Data/Simulation.h" class Integratoren2d { using Vector = Eigen::Vector2d; public: - using integrator_t = std::function - &, - const std::function &)>; - using force_t = const std::function; + using force_t = std::function; + using torque_t = std::function; + using integrator_t = std::function < void(Rod2d &, Simulation &, + const force_t &, + const torque_t & )>; + static void Set1_Euler_f( Rod2d &rod2D, Simulation &sim, const std::function &force, diff --git a/C++/src/indicators/block_progress_bar.hpp b/C++/src/indicators/block_progress_bar.hpp new file mode 100644 index 0000000..1c26992 --- /dev/null +++ b/C++/src/indicators/block_progress_bar.hpp @@ -0,0 +1,290 @@ + +#ifndef INDICATORS_BLOCK_PROGRESS_BAR +#define INDICATORS_BLOCK_PROGRESS_BAR + +#include +#include + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +namespace indicators { + +class BlockProgressBar { + using Settings = std::tuple; + +public: + template ::type...>::value, + void *>::type = nullptr> + explicit BlockProgressBar(Args &&... args) + : settings_(details::get( + option::ForegroundColor{Color::unspecified}, std::forward(args)...), + details::get(option::BarWidth{100}, + std::forward(args)...), + details::get(option::Start{"["}, + std::forward(args)...), + details::get(option::End{"]"}, + std::forward(args)...), + details::get( + option::PrefixText{""}, std::forward(args)...), + details::get( + option::PostfixText{""}, std::forward(args)...), + details::get( + option::ShowPercentage{true}, std::forward(args)...), + details::get( + option::ShowElapsedTime{false}, std::forward(args)...), + details::get( + option::ShowRemainingTime{false}, std::forward(args)...), + details::get(option::Completed{false}, + std::forward(args)...), + details::get( + option::SavedStartTime{false}, std::forward(args)...), + details::get( + option::MaxPostfixTextLen{0}, std::forward(args)...), + details::get( + option::FontStyles{std::vector{}}, std::forward(args)...), + details::get( + option::MaxProgress{100}, std::forward(args)...), + details::get(option::Stream{std::cout}, + std::forward(args)...)) {} + + template + void set_option(details::Setting &&setting) { + static_assert(!std::is_same( + std::declval()))>::type>::value, + "Setting has wrong type!"); + std::lock_guard lock(mutex_); + get_value() = std::move(setting).value; + } + + template + void set_option(const details::Setting &setting) { + static_assert(!std::is_same( + std::declval()))>::type>::value, + "Setting has wrong type!"); + std::lock_guard lock(mutex_); + get_value() = setting.value; + } + + void set_option( + const details::Setting &setting) { + std::lock_guard lock(mutex_); + get_value() = setting.value; + if (setting.value.length() > get_value()) { + get_value() = setting.value.length(); + } + } + + void + set_option(details::Setting &&setting) { + std::lock_guard lock(mutex_); + get_value() = std::move(setting).value; + auto &new_value = get_value(); + if (new_value.length() > get_value()) { + get_value() = new_value.length(); + } + } + + void set_progress(float value) { + { + std::lock_guard lock{mutex_}; + progress_ = value; + } + save_start_time(); + print_progress(); + } + + void tick() { + { + std::lock_guard lock{mutex_}; + progress_ += 1; + } + save_start_time(); + print_progress(); + } + + size_t current() { + std::lock_guard lock{mutex_}; + return (std::min)(static_cast(progress_), + size_t(get_value())); + } + + bool is_completed() const { return get_value(); } + + void mark_as_completed() { + get_value() = true; + print_progress(); + } + +private: + template + auto get_value() -> decltype((details::get_value(std::declval()).value)) { + return details::get_value(settings_).value; + } + + template + auto get_value() const + -> decltype((details::get_value(std::declval()).value)) { + return details::get_value(settings_).value; + } + + Settings settings_; + float progress_{0.0}; + std::chrono::time_point start_time_point_; + std::mutex mutex_; + + template friend class MultiProgress; + template friend class DynamicProgress; + std::atomic multi_progress_mode_{false}; + + void save_start_time() { + auto &show_elapsed_time = get_value(); + auto &saved_start_time = get_value(); + auto &show_remaining_time = get_value(); + if ((show_elapsed_time || show_remaining_time) && !saved_start_time) { + start_time_point_ = std::chrono::high_resolution_clock::now(); + saved_start_time = true; + } + } + + std::pair get_prefix_text() { + std::stringstream os; + os << get_value(); + const auto result = os.str(); + const auto result_size = unicode::display_width(result); + return {result, result_size}; + } + + std::pair get_postfix_text() { + std::stringstream os; + const auto max_progress = get_value(); + auto now = std::chrono::high_resolution_clock::now(); + auto elapsed = std::chrono::duration_cast(now - start_time_point_); + + if (get_value()) { + os << " " << (std::min)(static_cast(progress_ / max_progress * 100.0), size_t(100)) + << "%"; + } + + auto &saved_start_time = get_value(); + + if (get_value()) { + os << " ["; + if (saved_start_time) + details::write_duration(os, elapsed); + else + os << "00:00s"; + } + + if (get_value()) { + if (get_value()) + os << "<"; + else + os << " ["; + + if (saved_start_time) { + auto eta = std::chrono::nanoseconds( + progress_ > 0 + ? static_cast(std::ceil(float(elapsed.count()) * + max_progress / progress_)) + : 0); + auto remaining = eta > elapsed ? (eta - elapsed) : (elapsed - eta); + details::write_duration(os, remaining); + } else { + os << "00:00s"; + } + + os << "]"; + } else { + if (get_value()) + os << "]"; + } + + os << " " << get_value(); + + const auto result = os.str(); + const auto result_size = unicode::display_width(result); + return {result, result_size}; + } + +public: + void print_progress(bool from_multi_progress = false) { + std::lock_guard lock{mutex_}; + + auto &os = get_value(); + + const auto max_progress = get_value(); + if (multi_progress_mode_ && !from_multi_progress) { + if (progress_ > max_progress) { + get_value() = true; + } + return; + } + + if (get_value() != Color::unspecified) + details::set_stream_color(os, get_value()); + + for (auto &style : get_value()) + details::set_font_style(os, style); + + const auto prefix_pair = get_prefix_text(); + const auto prefix_text = prefix_pair.first; + const auto prefix_length = prefix_pair.second; + os << "\r" << prefix_text; + + os << get_value(); + + details::BlockProgressScaleWriter writer{os, + get_value()}; + writer.write(progress_ / max_progress * 100); + + os << get_value(); + + const auto postfix_pair = get_postfix_text(); + const auto postfix_text = postfix_pair.first; + const auto postfix_length = postfix_pair.second; + os << postfix_text; + + // Get length of prefix text and postfix text + const auto start_length = get_value().size(); + const auto bar_width = get_value(); + const auto end_length = get_value().size(); + const auto terminal_width = terminal_size().second; + // prefix + bar_width + postfix should be <= terminal_width + const int remaining = terminal_width - (prefix_length + start_length + bar_width + end_length + postfix_length); + if (remaining > 0) { + os << std::string(remaining, ' ') << "\r"; + } else if (remaining < 0) { + // Do nothing. Maybe in the future truncate postfix with ... + } + os.flush(); + + if (progress_ > max_progress) { + get_value() = true; + } + if (get_value() && + !from_multi_progress) // Don't std::endl if calling from MultiProgress + os << termcolor::reset << std::endl; + } +}; + +} // namespace indicators + +#endif \ No newline at end of file diff --git a/C++/src/indicators/color.hpp b/C++/src/indicators/color.hpp new file mode 100644 index 0000000..19dc0e5 --- /dev/null +++ b/C++/src/indicators/color.hpp @@ -0,0 +1,9 @@ + +#ifndef INDICATORS_COLOR +#define INDICATORS_COLOR + +namespace indicators { +enum class Color { grey, red, green, yellow, blue, magenta, cyan, white, unspecified }; +} + +#endif diff --git a/C++/src/indicators/cursor_control.hpp b/C++/src/indicators/cursor_control.hpp new file mode 100644 index 0000000..641156f --- /dev/null +++ b/C++/src/indicators/cursor_control.hpp @@ -0,0 +1,66 @@ + +#ifndef INDICATORS_CURSOR_CONTROL +#define INDICATORS_CURSOR_CONTROL + +#if defined(_MSC_VER) +#if !defined(NOMINMAX) +#define NOMINMAX +#endif +#include +#include +#else +#include +#endif + +namespace indicators { + +#if defined(_MSC_VER) + +static inline void show_console_cursor(bool const show) { + HANDLE out = GetStdHandle(STD_OUTPUT_HANDLE); + + CONSOLE_CURSOR_INFO cursorInfo; + + GetConsoleCursorInfo(out, &cursorInfo); + cursorInfo.bVisible = show; // set the cursor visibility + SetConsoleCursorInfo(out, &cursorInfo); +} + +static inline void erase_line() { + auto hStdout = GetStdHandle(STD_OUTPUT_HANDLE); + if (!hStdout) + return; + + CONSOLE_SCREEN_BUFFER_INFO csbiInfo; + GetConsoleScreenBufferInfo(hStdout, &csbiInfo); + + COORD cursor; + + cursor.X = 0; + cursor.Y = csbiInfo.dwCursorPosition.Y; + + DWORD count = 0; + + FillConsoleOutputCharacterA(hStdout, ' ', csbiInfo.dwSize.X, cursor, &count); + + FillConsoleOutputAttribute(hStdout, csbiInfo.wAttributes, csbiInfo.dwSize.X, + cursor, &count); + + SetConsoleCursorPosition(hStdout, cursor); +} + +#else + +static inline void show_console_cursor(bool const show) { + std::fputs(show ? "\033[?25h" : "\033[?25l", stdout); +} + +static inline void erase_line() { + std::fputs("\r\033[K", stdout); +} + +#endif + +} // namespace indicators + +#endif \ No newline at end of file diff --git a/C++/src/indicators/cursor_movement.hpp b/C++/src/indicators/cursor_movement.hpp new file mode 100644 index 0000000..1081b7f --- /dev/null +++ b/C++/src/indicators/cursor_movement.hpp @@ -0,0 +1,50 @@ + +#ifndef INDICATORS_CURSOR_MOVEMENT +#define INDICATORS_CURSOR_MOVEMENT + +#if defined(_MSC_VER) +#if !defined(NOMINMAX) +#define NOMINMAX +#endif +#include +#include +#else +#include +#endif + +namespace indicators { + +#ifdef _MSC_VER + +static inline void move(int x, int y) { + auto hStdout = GetStdHandle(STD_OUTPUT_HANDLE); + if (!hStdout) + return; + + CONSOLE_SCREEN_BUFFER_INFO csbiInfo; + GetConsoleScreenBufferInfo(hStdout, &csbiInfo); + + COORD cursor; + + cursor.X = csbiInfo.dwCursorPosition.X + x; + cursor.Y = csbiInfo.dwCursorPosition.Y + y; + SetConsoleCursorPosition(hStdout, cursor); +} + +static inline void move_up(int lines) { move(0, -lines); } +static inline void move_down(int lines) { move(0, -lines); } +static inline void move_right(int cols) { move(cols, 0); } +static inline void move_left(int cols) { move(-cols, 0); } + +#else + +static inline void move_up(int lines) { std::cout << "\033[" << lines << "A"; } +static inline void move_down(int lines) { std::cout << "\033[" << lines << "B"; } +static inline void move_right(int cols) { std::cout << "\033[" << cols << "C"; } +static inline void move_left(int cols) { std::cout << "\033[" << cols << "D"; } + +#endif + +} // namespace indicators + +#endif \ No newline at end of file diff --git a/C++/src/indicators/details/stream_helper.hpp b/C++/src/indicators/details/stream_helper.hpp new file mode 100644 index 0000000..48d06b8 --- /dev/null +++ b/C++/src/indicators/details/stream_helper.hpp @@ -0,0 +1,223 @@ + +#ifndef INDICATORS_STREAM_HELPER +#define INDICATORS_STREAM_HELPER + +#include +#include +#include + +#include +#include +#include +#include +#include +#include + +#include +#include + +namespace indicators { +namespace details { + +inline void set_stream_color(std::ostream &os, Color color) { + switch (color) { + case Color::grey: + os << termcolor::grey; + break; + case Color::red: + os << termcolor::red; + break; + case Color::green: + os << termcolor::green; + break; + case Color::yellow: + os << termcolor::yellow; + break; + case Color::blue: + os << termcolor::blue; + break; + case Color::magenta: + os << termcolor::magenta; + break; + case Color::cyan: + os << termcolor::cyan; + break; + case Color::white: + os << termcolor::white; + break; + default: + assert(false); + } +} + +inline void set_font_style(std::ostream &os, FontStyle style) { + switch (style) { + case FontStyle::bold: + os << termcolor::bold; + break; + case FontStyle::dark: + os << termcolor::dark; + break; + case FontStyle::italic: + os << termcolor::italic; + break; + case FontStyle::underline: + os << termcolor::underline; + break; + case FontStyle::blink: + os << termcolor::blink; + break; + case FontStyle::reverse: + os << termcolor::reverse; + break; + case FontStyle::concealed: + os << termcolor::concealed; + break; + case FontStyle::crossed: + os << termcolor::crossed; + break; + default: + break; + } +} + +inline std::ostream &write_duration(std::ostream &os, std::chrono::nanoseconds ns) { + using namespace std; + using namespace std::chrono; + using days = duration>; + char fill = os.fill(); + os.fill('0'); + auto d = duration_cast(ns); + ns -= d; + auto h = duration_cast(ns); + ns -= h; + auto m = duration_cast(ns); + ns -= m; + auto s = duration_cast(ns); + if (d.count() > 0) + os << setw(2) << d.count() << "d:"; + if (h.count() > 0) + os << setw(2) << h.count() << "h:"; + os << setw(2) << m.count() << "m:" << setw(2) << s.count() << 's'; + os.fill(fill); + return os; +} + +class BlockProgressScaleWriter { +public: + BlockProgressScaleWriter(std::ostream &os, size_t bar_width) : os(os), bar_width(bar_width) {} + + std::ostream &write(float progress) { + std::string fill_text{"█"}; + std::vector lead_characters{" ", "▏", "▎", "▍", "▌", "▋", "▊", "▉"}; + auto value = (std::min)(1.0f, (std::max)(0.0f, progress / 100.0f)); + auto whole_width = std::floor(value * bar_width); + auto remainder_width = fmod((value * bar_width), 1.0f); + auto part_width = std::floor(remainder_width * lead_characters.size()); + std::string lead_text = lead_characters[size_t(part_width)]; + if ((bar_width - whole_width - 1) < 0) + lead_text = ""; + for (size_t i = 0; i < whole_width; ++i) + os << fill_text; + os << lead_text; + for (size_t i = 0; i < (bar_width - whole_width - 1); ++i) + os << " "; + return os; + } + +private: + std::ostream &os; + size_t bar_width = 0; +}; + +class ProgressScaleWriter { +public: + ProgressScaleWriter(std::ostream &os, size_t bar_width, const std::string &fill, + const std::string &lead, const std::string &remainder) + : os(os), bar_width(bar_width), fill(fill), lead(lead), remainder(remainder) {} + + std::ostream &write(float progress) { + auto pos = static_cast(progress * bar_width / 100.0); + for (size_t i = 0, current_display_width = 0; i < bar_width;) { + std::string next; + + if (i < pos) { + next = fill; + current_display_width = unicode::display_width(fill); + } else if (i == pos) { + next = lead; + current_display_width = unicode::display_width(lead); + } else { + next = remainder; + current_display_width = unicode::display_width(remainder); + } + + i += current_display_width; + + if (i > bar_width) { + // `next` is larger than the allowed bar width + // fill with empty space instead + os << std::string((bar_width - (i - current_display_width)), ' '); + break; + } + + os << next; + } + return os; + } + +private: + std::ostream &os; + size_t bar_width = 0; + std::string fill; + std::string lead; + std::string remainder; +}; + +class IndeterminateProgressScaleWriter { +public: + IndeterminateProgressScaleWriter(std::ostream &os, size_t bar_width, const std::string &fill, + const std::string &lead) + : os(os), bar_width(bar_width), fill(fill), lead(lead) {} + + std::ostream &write(size_t progress) { + for (size_t i = 0; i < bar_width;) { + std::string next; + size_t current_display_width = 0; + + if (i < progress) { + next = fill; + current_display_width = unicode::display_width(fill); + } else if (i == progress) { + next = lead; + current_display_width = unicode::display_width(lead); + } else { + next = fill; + current_display_width = unicode::display_width(fill); + } + + i += current_display_width; + + if (i > bar_width) { + // `next` is larger than the allowed bar width + // fill with empty space instead + os << std::string((bar_width - (i - current_display_width)), ' '); + break; + } + + os << next; + } + return os; + } + +private: + std::ostream &os; + size_t bar_width = 0; + std::string fill; + std::string lead; +}; + +} // namespace details +} // namespace indicators + +#endif \ No newline at end of file diff --git a/C++/src/indicators/display_width.hpp b/C++/src/indicators/display_width.hpp new file mode 100644 index 0000000..3bef06b --- /dev/null +++ b/C++/src/indicators/display_width.hpp @@ -0,0 +1,319 @@ + +#ifndef INDICATORS_DISPLAY_WIDTH +#define INDICATORS_DISPLAY_WIDTH + +#include +#if __has_include() +#include +#define INDICATORS_HAVE_CODECVT 1 +#define _SILENCE_CXX17_CODECVT_HEADER_DEPRECATION_WARNING +#endif +#include +#include +#include +#include + +namespace unicode { + +#if INDICATORS_HAVE_CODECVT +namespace details { + +/* + * This is an implementation of wcwidth() and wcswidth() (defined in + * IEEE Std 1002.1-2001) for Unicode. + * + * http://www.opengroup.org/onlinepubs/007904975/functions/wcwidth.html + * http://www.opengroup.org/onlinepubs/007904975/functions/wcswidth.html + * + * In fixed-width output devices, Latin characters all occupy a single + * "cell" position of equal width, whereas ideographic CJK characters + * occupy two such cells. Interoperability between terminal-line + * applications and (teletype-style) character terminals using the + * UTF-8 encoding requires agreement on which character should advance + * the cursor by how many cell positions. No established formal + * standards exist at present on which Unicode character shall occupy + * how many cell positions on character terminals. These routines are + * a first attempt of defining such behavior based on simple rules + * applied to data provided by the Unicode Consortium. + * + * For some graphical characters, the Unicode standard explicitly + * defines a character-cell width via the definition of the East Asian + * FullWidth (F), Wide (W), Half-width (H), and Narrow (Na) classes. + * In all these cases, there is no ambiguity about which width a + * terminal shall use. For characters in the East Asian Ambiguous (A) + * class, the width choice depends purely on a preference of backward + * compatibility with either historic CJK or Western practice. + * Choosing single-width for these characters is easy to justify as + * the appropriate long-term solution, as the CJK practice of + * displaying these characters as double-width comes from historic + * implementation simplicity (8-bit encoded characters were displayed + * single-width and 16-bit ones double-width, even for Greek, + * Cyrillic, etc.) and not any typographic considerations. + * + * Much less clear is the choice of width for the Not East Asian + * (Neutral) class. Existing practice does not dictate a width for any + * of these characters. It would nevertheless make sense + * typographically to allocate two character cells to characters such + * as for instance EM SPACE or VOLUME INTEGRAL, which cannot be + * represented adequately with a single-width glyph. The following + * routines at present merely assign a single-cell width to all + * neutral characters, in the interest of simplicity. This is not + * entirely satisfactory and should be reconsidered before + * establishing a formal standard in this area. At the moment, the + * decision which Not East Asian (Neutral) characters should be + * represented by double-width glyphs cannot yet be answered by + * applying a simple rule from the Unicode database content. Setting + * up a proper standard for the behavior of UTF-8 character terminals + * will require a careful analysis not only of each Unicode character, + * but also of each presentation form, something the author of these + * routines has avoided to do so far. + * + * http://www.unicode.org/unicode/reports/tr11/ + * + * Markus Kuhn -- 2007-05-26 (Unicode 5.0) + * + * Permission to use, copy, modify, and distribute this software + * for any purpose and without fee is hereby granted. The author + * disclaims all warranties with regard to this software. + * + * Latest version: http://www.cl.cam.ac.uk/~mgk25/ucs/wcwidth.c + */ + +struct interval { + int first; + int last; +}; + +/* auxiliary function for binary search in interval table */ +static inline int bisearch(wchar_t ucs, const struct interval *table, int max) { + int min = 0; + int mid; + + if (ucs < table[0].first || ucs > table[max].last) + return 0; + while (max >= min) { + mid = (min + max) / 2; + if (ucs > table[mid].last) + min = mid + 1; + else if (ucs < table[mid].first) + max = mid - 1; + else + return 1; + } + + return 0; +} + +/* The following two functions define the column width of an ISO 10646 + * character as follows: + * + * - The null character (U+0000) has a column width of 0. + * + * - Other C0/C1 control characters and DEL will lead to a return + * value of -1. + * + * - Non-spacing and enclosing combining characters (general + * category code Mn or Me in the Unicode database) have a + * column width of 0. + * + * - SOFT HYPHEN (U+00AD) has a column width of 1. + * + * - Other format characters (general category code Cf in the Unicode + * database) and ZERO WIDTH SPACE (U+200B) have a column width of 0. + * + * - Hangul Jamo medial vowels and final consonants (U+1160-U+11FF) + * have a column width of 0. + * + * - Spacing characters in the East Asian Wide (W) or East Asian + * Full-width (F) category as defined in Unicode Technical + * Report #11 have a column width of 2. + * + * - All remaining characters (including all printable + * ISO 8859-1 and WGL4 characters, Unicode control characters, + * etc.) have a column width of 1. + * + * This implementation assumes that wchar_t characters are encoded + * in ISO 10646. + */ + +static inline int mk_wcwidth(wchar_t ucs) { + /* sorted list of non-overlapping intervals of non-spacing characters */ + /* generated by "uniset +cat=Me +cat=Mn +cat=Cf -00AD +1160-11FF +200B c" */ + static const struct interval combining[] = { + {0x0300, 0x036F}, {0x0483, 0x0486}, {0x0488, 0x0489}, {0x0591, 0x05BD}, + {0x05BF, 0x05BF}, {0x05C1, 0x05C2}, {0x05C4, 0x05C5}, {0x05C7, 0x05C7}, + {0x0600, 0x0603}, {0x0610, 0x0615}, {0x064B, 0x065E}, {0x0670, 0x0670}, + {0x06D6, 0x06E4}, {0x06E7, 0x06E8}, {0x06EA, 0x06ED}, {0x070F, 0x070F}, + {0x0711, 0x0711}, {0x0730, 0x074A}, {0x07A6, 0x07B0}, {0x07EB, 0x07F3}, + {0x0901, 0x0902}, {0x093C, 0x093C}, {0x0941, 0x0948}, {0x094D, 0x094D}, + {0x0951, 0x0954}, {0x0962, 0x0963}, {0x0981, 0x0981}, {0x09BC, 0x09BC}, + {0x09C1, 0x09C4}, {0x09CD, 0x09CD}, {0x09E2, 0x09E3}, {0x0A01, 0x0A02}, + {0x0A3C, 0x0A3C}, {0x0A41, 0x0A42}, {0x0A47, 0x0A48}, {0x0A4B, 0x0A4D}, + {0x0A70, 0x0A71}, {0x0A81, 0x0A82}, {0x0ABC, 0x0ABC}, {0x0AC1, 0x0AC5}, + {0x0AC7, 0x0AC8}, {0x0ACD, 0x0ACD}, {0x0AE2, 0x0AE3}, {0x0B01, 0x0B01}, + {0x0B3C, 0x0B3C}, {0x0B3F, 0x0B3F}, {0x0B41, 0x0B43}, {0x0B4D, 0x0B4D}, + {0x0B56, 0x0B56}, {0x0B82, 0x0B82}, {0x0BC0, 0x0BC0}, {0x0BCD, 0x0BCD}, + {0x0C3E, 0x0C40}, {0x0C46, 0x0C48}, {0x0C4A, 0x0C4D}, {0x0C55, 0x0C56}, + {0x0CBC, 0x0CBC}, {0x0CBF, 0x0CBF}, {0x0CC6, 0x0CC6}, {0x0CCC, 0x0CCD}, + {0x0CE2, 0x0CE3}, {0x0D41, 0x0D43}, {0x0D4D, 0x0D4D}, {0x0DCA, 0x0DCA}, + {0x0DD2, 0x0DD4}, {0x0DD6, 0x0DD6}, {0x0E31, 0x0E31}, {0x0E34, 0x0E3A}, + {0x0E47, 0x0E4E}, {0x0EB1, 0x0EB1}, {0x0EB4, 0x0EB9}, {0x0EBB, 0x0EBC}, + {0x0EC8, 0x0ECD}, {0x0F18, 0x0F19}, {0x0F35, 0x0F35}, {0x0F37, 0x0F37}, + {0x0F39, 0x0F39}, {0x0F71, 0x0F7E}, {0x0F80, 0x0F84}, {0x0F86, 0x0F87}, + {0x0F90, 0x0F97}, {0x0F99, 0x0FBC}, {0x0FC6, 0x0FC6}, {0x102D, 0x1030}, + {0x1032, 0x1032}, {0x1036, 0x1037}, {0x1039, 0x1039}, {0x1058, 0x1059}, + {0x1160, 0x11FF}, {0x135F, 0x135F}, {0x1712, 0x1714}, {0x1732, 0x1734}, + {0x1752, 0x1753}, {0x1772, 0x1773}, {0x17B4, 0x17B5}, {0x17B7, 0x17BD}, + {0x17C6, 0x17C6}, {0x17C9, 0x17D3}, {0x17DD, 0x17DD}, {0x180B, 0x180D}, + {0x18A9, 0x18A9}, {0x1920, 0x1922}, {0x1927, 0x1928}, {0x1932, 0x1932}, + {0x1939, 0x193B}, {0x1A17, 0x1A18}, {0x1B00, 0x1B03}, {0x1B34, 0x1B34}, + {0x1B36, 0x1B3A}, {0x1B3C, 0x1B3C}, {0x1B42, 0x1B42}, {0x1B6B, 0x1B73}, + {0x1DC0, 0x1DCA}, {0x1DFE, 0x1DFF}, {0x200B, 0x200F}, {0x202A, 0x202E}, + {0x2060, 0x2063}, {0x206A, 0x206F}, {0x20D0, 0x20EF}, {0x302A, 0x302F}, + {0x3099, 0x309A}, {0xA806, 0xA806}, {0xA80B, 0xA80B}, {0xA825, 0xA826}, + {0xFB1E, 0xFB1E}, {0xFE00, 0xFE0F}, {0xFE20, 0xFE23}, {0xFEFF, 0xFEFF}, + {0xFFF9, 0xFFFB}, {0x10A01, 0x10A03}, {0x10A05, 0x10A06}, {0x10A0C, 0x10A0F}, + {0x10A38, 0x10A3A}, {0x10A3F, 0x10A3F}, {0x1D167, 0x1D169}, {0x1D173, 0x1D182}, + {0x1D185, 0x1D18B}, {0x1D1AA, 0x1D1AD}, {0x1D242, 0x1D244}, {0xE0001, 0xE0001}, + {0xE0020, 0xE007F}, {0xE0100, 0xE01EF}}; + + /* test for 8-bit control characters */ + if (ucs == 0) + return 0; + if (ucs < 32 || (ucs >= 0x7f && ucs < 0xa0)) + return -1; + + /* binary search in table of non-spacing characters */ + if (bisearch(ucs, combining, sizeof(combining) / sizeof(struct interval) - 1)) + return 0; + + /* if we arrive here, ucs is not a combining or C0/C1 control character */ + + return 1 + (ucs >= 0x1100 && + (ucs <= 0x115f || /* Hangul Jamo init. consonants */ + ucs == 0x2329 || ucs == 0x232a || + (ucs >= 0x2e80 && ucs <= 0xa4cf && ucs != 0x303f) || /* CJK ... Yi */ + (ucs >= 0xac00 && ucs <= 0xd7a3) || /* Hangul Syllables */ + (ucs >= 0xf900 && ucs <= 0xfaff) || /* CJK Compatibility Ideographs */ + (ucs >= 0xfe10 && ucs <= 0xfe19) || /* Vertical forms */ + (ucs >= 0xfe30 && ucs <= 0xfe6f) || /* CJK Compatibility Forms */ + (ucs >= 0xff00 && ucs <= 0xff60) || /* Fullwidth Forms */ + (ucs >= 0xffe0 && ucs <= 0xffe6) || (ucs >= 0x20000 && ucs <= 0x2fffd) || + (ucs >= 0x30000 && ucs <= 0x3fffd))); +} + +static inline int mk_wcswidth(const wchar_t *pwcs, size_t n) { + int w, width = 0; + + for (; *pwcs && n-- > 0; pwcs++) + if ((w = mk_wcwidth(*pwcs)) < 0) + return -1; + else + width += w; + + return width; +} + +/* + * The following functions are the same as mk_wcwidth() and + * mk_wcswidth(), except that spacing characters in the East Asian + * Ambiguous (A) category as defined in Unicode Technical Report #11 + * have a column width of 2. This variant might be useful for users of + * CJK legacy encodings who want to migrate to UCS without changing + * the traditional terminal character-width behaviour. It is not + * otherwise recommended for general use. + */ +static inline int mk_wcwidth_cjk(wchar_t ucs) { + /* sorted list of non-overlapping intervals of East Asian Ambiguous + * characters, generated by "uniset +WIDTH-A -cat=Me -cat=Mn -cat=Cf c" */ + static const struct interval ambiguous[] = { + {0x00A1, 0x00A1}, {0x00A4, 0x00A4}, {0x00A7, 0x00A8}, {0x00AA, 0x00AA}, {0x00AE, 0x00AE}, + {0x00B0, 0x00B4}, {0x00B6, 0x00BA}, {0x00BC, 0x00BF}, {0x00C6, 0x00C6}, {0x00D0, 0x00D0}, + {0x00D7, 0x00D8}, {0x00DE, 0x00E1}, {0x00E6, 0x00E6}, {0x00E8, 0x00EA}, {0x00EC, 0x00ED}, + {0x00F0, 0x00F0}, {0x00F2, 0x00F3}, {0x00F7, 0x00FA}, {0x00FC, 0x00FC}, {0x00FE, 0x00FE}, + {0x0101, 0x0101}, {0x0111, 0x0111}, {0x0113, 0x0113}, {0x011B, 0x011B}, {0x0126, 0x0127}, + {0x012B, 0x012B}, {0x0131, 0x0133}, {0x0138, 0x0138}, {0x013F, 0x0142}, {0x0144, 0x0144}, + {0x0148, 0x014B}, {0x014D, 0x014D}, {0x0152, 0x0153}, {0x0166, 0x0167}, {0x016B, 0x016B}, + {0x01CE, 0x01CE}, {0x01D0, 0x01D0}, {0x01D2, 0x01D2}, {0x01D4, 0x01D4}, {0x01D6, 0x01D6}, + {0x01D8, 0x01D8}, {0x01DA, 0x01DA}, {0x01DC, 0x01DC}, {0x0251, 0x0251}, {0x0261, 0x0261}, + {0x02C4, 0x02C4}, {0x02C7, 0x02C7}, {0x02C9, 0x02CB}, {0x02CD, 0x02CD}, {0x02D0, 0x02D0}, + {0x02D8, 0x02DB}, {0x02DD, 0x02DD}, {0x02DF, 0x02DF}, {0x0391, 0x03A1}, {0x03A3, 0x03A9}, + {0x03B1, 0x03C1}, {0x03C3, 0x03C9}, {0x0401, 0x0401}, {0x0410, 0x044F}, {0x0451, 0x0451}, + {0x2010, 0x2010}, {0x2013, 0x2016}, {0x2018, 0x2019}, {0x201C, 0x201D}, {0x2020, 0x2022}, + {0x2024, 0x2027}, {0x2030, 0x2030}, {0x2032, 0x2033}, {0x2035, 0x2035}, {0x203B, 0x203B}, + {0x203E, 0x203E}, {0x2074, 0x2074}, {0x207F, 0x207F}, {0x2081, 0x2084}, {0x20AC, 0x20AC}, + {0x2103, 0x2103}, {0x2105, 0x2105}, {0x2109, 0x2109}, {0x2113, 0x2113}, {0x2116, 0x2116}, + {0x2121, 0x2122}, {0x2126, 0x2126}, {0x212B, 0x212B}, {0x2153, 0x2154}, {0x215B, 0x215E}, + {0x2160, 0x216B}, {0x2170, 0x2179}, {0x2190, 0x2199}, {0x21B8, 0x21B9}, {0x21D2, 0x21D2}, + {0x21D4, 0x21D4}, {0x21E7, 0x21E7}, {0x2200, 0x2200}, {0x2202, 0x2203}, {0x2207, 0x2208}, + {0x220B, 0x220B}, {0x220F, 0x220F}, {0x2211, 0x2211}, {0x2215, 0x2215}, {0x221A, 0x221A}, + {0x221D, 0x2220}, {0x2223, 0x2223}, {0x2225, 0x2225}, {0x2227, 0x222C}, {0x222E, 0x222E}, + {0x2234, 0x2237}, {0x223C, 0x223D}, {0x2248, 0x2248}, {0x224C, 0x224C}, {0x2252, 0x2252}, + {0x2260, 0x2261}, {0x2264, 0x2267}, {0x226A, 0x226B}, {0x226E, 0x226F}, {0x2282, 0x2283}, + {0x2286, 0x2287}, {0x2295, 0x2295}, {0x2299, 0x2299}, {0x22A5, 0x22A5}, {0x22BF, 0x22BF}, + {0x2312, 0x2312}, {0x2460, 0x24E9}, {0x24EB, 0x254B}, {0x2550, 0x2573}, {0x2580, 0x258F}, + {0x2592, 0x2595}, {0x25A0, 0x25A1}, {0x25A3, 0x25A9}, {0x25B2, 0x25B3}, {0x25B6, 0x25B7}, + {0x25BC, 0x25BD}, {0x25C0, 0x25C1}, {0x25C6, 0x25C8}, {0x25CB, 0x25CB}, {0x25CE, 0x25D1}, + {0x25E2, 0x25E5}, {0x25EF, 0x25EF}, {0x2605, 0x2606}, {0x2609, 0x2609}, {0x260E, 0x260F}, + {0x2614, 0x2615}, {0x261C, 0x261C}, {0x261E, 0x261E}, {0x2640, 0x2640}, {0x2642, 0x2642}, + {0x2660, 0x2661}, {0x2663, 0x2665}, {0x2667, 0x266A}, {0x266C, 0x266D}, {0x266F, 0x266F}, + {0x273D, 0x273D}, {0x2776, 0x277F}, {0xE000, 0xF8FF}, {0xFFFD, 0xFFFD}, {0xF0000, 0xFFFFD}, + {0x100000, 0x10FFFD}}; + + /* binary search in table of non-spacing characters */ + if (bisearch(ucs, ambiguous, sizeof(ambiguous) / sizeof(struct interval) - 1)) + return 2; + + return mk_wcwidth(ucs); +} + +static inline int mk_wcswidth_cjk(const wchar_t *pwcs, size_t n) { + int w, width = 0; + + for (; *pwcs && n-- > 0; pwcs++) + if ((w = mk_wcwidth_cjk(*pwcs)) < 0) + return -1; + else + width += w; + + return width; +} + +// convert UTF-8 string to wstring +static inline std::wstring utf8_decode(const std::string &str) { + std::wstring_convert> myconv; + return myconv.from_bytes(str); +} + +// convert wstring to UTF-8 string +static inline std::string utf8_encode(const std::wstring &str) { + std::wstring_convert> myconv; + return myconv.to_bytes(str); +} + +} // namespace details + +static inline int display_width(const std::string &input) { + using namespace unicode::details; + return mk_wcswidth(utf8_decode(input).c_str(), input.size()); +} + +static inline int display_width(const std::wstring &input) { + return details::mk_wcswidth(input.c_str(), input.size()); +} + +#else + +static inline int display_width(const std::string &input) { + return input.length(); +} + +static inline int display_width(const std::wstring &input) { + return input.length(); +} + +#endif + +} // namespace unicode + +#endif \ No newline at end of file diff --git a/C++/src/indicators/dynamic_progress.hpp b/C++/src/indicators/dynamic_progress.hpp new file mode 100644 index 0000000..49d7d89 --- /dev/null +++ b/C++/src/indicators/dynamic_progress.hpp @@ -0,0 +1,122 @@ + +#ifndef INDICATORS_DYNAMIC_PROGRESS +#define INDICATORS_DYNAMIC_PROGRESS + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +namespace indicators { + +template class DynamicProgress { + using Settings = std::tuple; + +public: + template explicit DynamicProgress(Indicators &... bars) { + bars_ = {bars...}; + for (auto &bar : bars_) { + bar.get().multi_progress_mode_ = true; + ++total_count_; + ++incomplete_count_; + } + } + + Indicator &operator[](size_t index) { + print_progress(); + std::lock_guard lock{mutex_}; + return bars_[index].get(); + } + + size_t push_back(Indicator &bar) { + std::lock_guard lock{mutex_}; + bar.multi_progress_mode_ = true; + bars_.push_back(bar); + return bars_.size() - 1; + } + + template + void set_option(details::Setting &&setting) { + static_assert(!std::is_same( + std::declval()))>::type>::value, + "Setting has wrong type!"); + std::lock_guard lock(mutex_); + get_value() = std::move(setting).value; + } + + template + void set_option(const details::Setting &setting) { + static_assert(!std::is_same( + std::declval()))>::type>::value, + "Setting has wrong type!"); + std::lock_guard lock(mutex_); + get_value() = setting.value; + } + +private: + Settings settings_; + std::atomic started_{false}; + std::mutex mutex_; + std::vector> bars_; + std::atomic total_count_{0}; + std::atomic incomplete_count_{0}; + + template + auto get_value() -> decltype((details::get_value(std::declval()).value)) { + return details::get_value(settings_).value; + } + + template + auto get_value() const + -> decltype((details::get_value(std::declval()).value)) { + return details::get_value(settings_).value; + } + +public: + void print_progress() { + std::lock_guard lock{mutex_}; + auto &hide_bar_when_complete = get_value(); + if (hide_bar_when_complete) { + // Hide completed bars + if (started_) { + for (size_t i = 0; i < incomplete_count_; ++i) { + move_up(1); + erase_line(); + std::cout << std::flush; + } + } + incomplete_count_ = 0; + for (auto &bar : bars_) { + if (!bar.get().is_completed()) { + bar.get().print_progress(true); + std::cout << "\n"; + ++incomplete_count_; + } + } + if (!started_) + started_ = true; + } else { + // Don't hide any bars + if (started_) + move_up(static_cast(total_count_)); + for (auto &bar : bars_) { + bar.get().print_progress(true); + std::cout << "\n"; + } + if (!started_) + started_ = true; + } + total_count_ = bars_.size(); + std::cout << termcolor::reset; + } +}; + +} // namespace indicators + +#endif \ No newline at end of file diff --git a/C++/src/indicators/font_style.hpp b/C++/src/indicators/font_style.hpp new file mode 100644 index 0000000..cb0b480 --- /dev/null +++ b/C++/src/indicators/font_style.hpp @@ -0,0 +1,9 @@ + +#ifndef INDICATORS_FONT_STYLE +#define INDICATORS_FONT_STYLE + +namespace indicators { +enum class FontStyle { bold, dark, italic, underline, blink, reverse, concealed, crossed }; +} + +#endif diff --git a/C++/src/indicators/indeterminate_progress_bar.hpp b/C++/src/indicators/indeterminate_progress_bar.hpp new file mode 100644 index 0000000..08d6ae4 --- /dev/null +++ b/C++/src/indicators/indeterminate_progress_bar.hpp @@ -0,0 +1,237 @@ + +#ifndef INDICATORS_INDETERMINATE_PROGRESS_BAR +#define INDICATORS_INDETERMINATE_PROGRESS_BAR + +#include + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +namespace indicators { + +class IndeterminateProgressBar { + using Settings = + std::tuple; + + enum class Direction { forward, backward }; + + Direction direction_{Direction::forward}; + +public: + template ::type...>::value, + void *>::type = nullptr> + explicit IndeterminateProgressBar(Args &&... args) + : settings_(details::get(option::BarWidth{100}, + std::forward(args)...), + details::get( + option::PrefixText{}, std::forward(args)...), + details::get( + option::PostfixText{}, std::forward(args)...), + details::get(option::Start{"["}, + std::forward(args)...), + details::get(option::End{"]"}, + std::forward(args)...), + details::get(option::Fill{"."}, + std::forward(args)...), + details::get(option::Lead{"<==>"}, + std::forward(args)...), + details::get( + option::MaxPostfixTextLen{0}, std::forward(args)...), + details::get(option::Completed{false}, + std::forward(args)...), + details::get( + option::ForegroundColor{Color::unspecified}, std::forward(args)...), + details::get( + option::FontStyles{std::vector{}}, std::forward(args)...), + details::get(option::Stream{std::cout}, + std::forward(args)...)) { + // starts with [<==>...........] + // progress_ = 0 + + // ends with [...........<==>] + // ^^^^^^^^^^^^^^^^^ bar_width + // ^^^^^^^^^^^^ (bar_width - len(lead)) + // progress_ = bar_width - len(lead) + progress_ = 0; + max_progress_ = get_value() - + get_value().size() + + get_value().size() + + get_value().size(); + } + + template + void set_option(details::Setting &&setting) { + static_assert(!std::is_same( + std::declval()))>::type>::value, + "Setting has wrong type!"); + std::lock_guard lock(mutex_); + get_value() = std::move(setting).value; + } + + template + void set_option(const details::Setting &setting) { + static_assert(!std::is_same( + std::declval()))>::type>::value, + "Setting has wrong type!"); + std::lock_guard lock(mutex_); + get_value() = setting.value; + } + + void set_option( + const details::Setting &setting) { + std::lock_guard lock(mutex_); + get_value() = setting.value; + if (setting.value.length() > get_value()) { + get_value() = setting.value.length(); + } + } + + void + set_option(details::Setting &&setting) { + std::lock_guard lock(mutex_); + get_value() = std::move(setting).value; + auto &new_value = get_value(); + if (new_value.length() > get_value()) { + get_value() = new_value.length(); + } + } + + void tick() { + { + std::lock_guard lock{mutex_}; + if (get_value()) + return; + + progress_ += (direction_ == Direction::forward) ? 1 : -1; + if (direction_ == Direction::forward && progress_ == max_progress_) { + // time to go back + direction_ = Direction::backward; + } else if (direction_ == Direction::backward && progress_ == 0) { + direction_ = Direction::forward; + } + } + print_progress(); + } + + bool is_completed() { return get_value(); } + + void mark_as_completed() { + get_value() = true; + print_progress(); + } + +private: + template + auto get_value() -> decltype((details::get_value(std::declval()).value)) { + return details::get_value(settings_).value; + } + + template + auto get_value() const + -> decltype((details::get_value(std::declval()).value)) { + return details::get_value(settings_).value; + } + + size_t progress_{0}; + size_t max_progress_; + Settings settings_; + std::chrono::nanoseconds elapsed_; + std::mutex mutex_; + + template friend class MultiProgress; + template friend class DynamicProgress; + std::atomic multi_progress_mode_{false}; + + std::pair get_prefix_text() { + std::stringstream os; + os << get_value(); + const auto result = os.str(); + const auto result_size = unicode::display_width(result); + return {result, result_size}; + } + + std::pair get_postfix_text() { + std::stringstream os; + os << " " << get_value(); + + const auto result = os.str(); + const auto result_size = unicode::display_width(result); + return {result, result_size}; + } + +public: + void print_progress(bool from_multi_progress = false) { + std::lock_guard lock{mutex_}; + + auto &os = get_value(); + + if (multi_progress_mode_ && !from_multi_progress) { + return; + } + if (get_value() != Color::unspecified) + details::set_stream_color(os, get_value()); + + for (auto &style : get_value()) + details::set_font_style(os, style); + + const auto prefix_pair = get_prefix_text(); + const auto prefix_text = prefix_pair.first; + const auto prefix_length = prefix_pair.second; + os << "\r" << prefix_text; + + os << get_value(); + + details::IndeterminateProgressScaleWriter writer{ + os, get_value(), + get_value(), + get_value()}; + writer.write(progress_); + + os << get_value(); + + const auto postfix_pair = get_postfix_text(); + const auto postfix_text = postfix_pair.first; + const auto postfix_length = postfix_pair.second; + os << postfix_text; + + // Get length of prefix text and postfix text + const auto start_length = get_value().size(); + const auto bar_width = get_value(); + const auto end_length = get_value().size(); + const auto terminal_width = terminal_size().second; + // prefix + bar_width + postfix should be <= terminal_width + const int remaining = terminal_width - (prefix_length + start_length + bar_width + end_length + postfix_length); + if (remaining > 0) { + os << std::string(remaining, ' ') << "\r"; + } else if (remaining < 0) { + // Do nothing. Maybe in the future truncate postfix with ... + } + os.flush(); + + if (get_value() && + !from_multi_progress) // Don't std::endl if calling from MultiProgress + os << termcolor::reset << std::endl; + } +}; + +} // namespace indicators + +#endif \ No newline at end of file diff --git a/C++/src/indicators/multi_progress.hpp b/C++/src/indicators/multi_progress.hpp new file mode 100644 index 0000000..16a9dc4 --- /dev/null +++ b/C++/src/indicators/multi_progress.hpp @@ -0,0 +1,82 @@ + +#ifndef INDICATORS_MULTI_PROGRESS +#define INDICATORS_MULTI_PROGRESS +#include +#include +#include +#include +#include + +#include +#include +#include + +namespace indicators { + +template class MultiProgress { +public: + template ::type> + explicit MultiProgress(Indicators &... bars) { + bars_ = {bars...}; + for (auto &bar : bars_) { + bar.get().multi_progress_mode_ = true; + } + } + + template + typename std::enable_if<(index >= 0 && index < count), void>::type set_progress(size_t value) { + if (!bars_[index].get().is_completed()) + bars_[index].get().set_progress(value); + print_progress(); + } + + template + typename std::enable_if<(index >= 0 && index < count), void>::type set_progress(float value) { + if (!bars_[index].get().is_completed()) + bars_[index].get().set_progress(value); + print_progress(); + } + + template + typename std::enable_if<(index >= 0 && index < count), void>::type tick() { + if (!bars_[index].get().is_completed()) + bars_[index].get().tick(); + print_progress(); + } + + template + typename std::enable_if<(index >= 0 && index < count), bool>::type is_completed() const { + return bars_[index].get().is_completed(); + } + +private: + std::atomic started_{false}; + std::mutex mutex_; + std::vector> bars_; + + bool _all_completed() { + bool result{true}; + for (size_t i = 0; i < count; ++i) + result &= bars_[i].get().is_completed(); + return result; + } + +public: + void print_progress() { + std::lock_guard lock{mutex_}; + if (started_) + move_up(count); + for (auto &bar : bars_) { + bar.get().print_progress(true); + std::cout << "\n"; + } + std::cout << termcolor::reset; + if (!started_) + started_ = true; + } +}; + +} // namespace indicators + +#endif \ No newline at end of file diff --git a/C++/src/indicators/progress_bar.hpp b/C++/src/indicators/progress_bar.hpp new file mode 100644 index 0000000..2d547da --- /dev/null +++ b/C++/src/indicators/progress_bar.hpp @@ -0,0 +1,360 @@ + +#ifndef INDICATORS_PROGRESS_BAR +#define INDICATORS_PROGRESS_BAR + +#include + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +namespace indicators { + +class ProgressBar { + using Settings = + std::tuple; + +public: + template ::type...>::value, + void *>::type = nullptr> + explicit ProgressBar(Args &&... args) + : settings_( + details::get( + option::BarWidth{100}, std::forward(args)...), + details::get( + option::PrefixText{}, std::forward(args)...), + details::get( + option::PostfixText{}, std::forward(args)...), + details::get( + option::Start{"["}, std::forward(args)...), + details::get( + option::End{"]"}, std::forward(args)...), + details::get( + option::Fill{"="}, std::forward(args)...), + details::get( + option::Lead{">"}, std::forward(args)...), + details::get( + option::Remainder{" "}, std::forward(args)...), + details::get( + option::MaxPostfixTextLen{0}, std::forward(args)...), + details::get( + option::Completed{false}, std::forward(args)...), + details::get( + option::ShowPercentage{false}, std::forward(args)...), + details::get( + option::ShowElapsedTime{false}, std::forward(args)...), + details::get( + option::ShowRemainingTime{false}, std::forward(args)...), + details::get( + option::SavedStartTime{false}, std::forward(args)...), + details::get( + option::ForegroundColor{Color::unspecified}, + std::forward(args)...), + details::get( + option::FontStyles{std::vector{}}, + std::forward(args)...), + details::get( + option::MinProgress{0}, std::forward(args)...), + details::get( + option::MaxProgress{100}, std::forward(args)...), + details::get( + option::ProgressType{ProgressType::incremental}, + std::forward(args)...), + details::get( + option::Stream{std::cout}, std::forward(args)...)) { + + // if progress is incremental, start from min_progress + // else start from max_progress + const auto type = get_value(); + if (type == ProgressType::incremental) + progress_ = get_value(); + else + progress_ = get_value(); + } + + template + void set_option(details::Setting &&setting) { + static_assert( + !std::is_same( + std::declval()))>::type>::value, + "Setting has wrong type!"); + std::lock_guard lock(mutex_); + get_value() = std::move(setting).value; + } + + template + void set_option(const details::Setting &setting) { + static_assert( + !std::is_same( + std::declval()))>::type>::value, + "Setting has wrong type!"); + std::lock_guard lock(mutex_); + get_value() = setting.value; + } + + void + set_option(const details::Setting< + std::string, details::ProgressBarOption::postfix_text> &setting) { + std::lock_guard lock(mutex_); + get_value() = setting.value; + if (setting.value.length() > + get_value()) { + get_value() = + setting.value.length(); + } + } + + void set_option( + details::Setting + &&setting) { + std::lock_guard lock(mutex_); + get_value() = + std::move(setting).value; + auto &new_value = get_value(); + if (new_value.length() > + get_value()) { + get_value() = + new_value.length(); + } + } + + void set_progress(size_t new_progress) { + { + std::lock_guard lock(mutex_); + progress_ = new_progress; + } + + save_start_time(); + print_progress(); + } + + void tick() { + { + std::lock_guard lock{mutex_}; + const auto type = get_value(); + if (type == ProgressType::incremental) + progress_ += 1; + else + progress_ -= 1; + } + save_start_time(); + print_progress(); + } + + size_t current() { + std::lock_guard lock{mutex_}; + return (std::min)( + progress_, + size_t(get_value())); + } + + bool is_completed() const { + return get_value(); + } + + void mark_as_completed() { + get_value() = true; + print_progress(); + } + +private: + template + auto get_value() + -> decltype((details::get_value(std::declval()).value)) { + return details::get_value(settings_).value; + } + + template + auto get_value() const -> decltype( + (details::get_value(std::declval()).value)) { + return details::get_value(settings_).value; + } + + size_t progress_{0}; + Settings settings_; + std::chrono::nanoseconds elapsed_; + std::chrono::time_point start_time_point_; + std::mutex mutex_; + + template friend class MultiProgress; + template friend class DynamicProgress; + std::atomic multi_progress_mode_{false}; + + void save_start_time() { + auto &show_elapsed_time = + get_value(); + auto &saved_start_time = + get_value(); + auto &show_remaining_time = + get_value(); + if ((show_elapsed_time || show_remaining_time) && !saved_start_time) { + start_time_point_ = std::chrono::high_resolution_clock::now(); + saved_start_time = true; + } + } + + std::pair get_prefix_text() { + std::stringstream os; + os << get_value(); + const auto result = os.str(); + const auto result_size = unicode::display_width(result); + return {result, result_size}; + } + + std::pair get_postfix_text() { + std::stringstream os; + const auto max_progress = + get_value(); + + if (get_value()) { + os << " " + << (std::min)(static_cast(static_cast(progress_) / + max_progress * 100), + size_t(100)) + << "%"; + } + + auto &saved_start_time = + get_value(); + + if (get_value()) { + os << " ["; + if (saved_start_time) + details::write_duration(os, elapsed_); + else + os << "00:00s"; + } + + if (get_value()) { + if (get_value()) + os << "<"; + else + os << " ["; + + if (saved_start_time) { + auto eta = std::chrono::nanoseconds( + progress_ > 0 + ? static_cast(std::ceil(float(elapsed_.count()) * + max_progress / progress_)) + : 0); + auto remaining = eta > elapsed_ ? (eta - elapsed_) : (elapsed_ - eta); + details::write_duration(os, remaining); + } else { + os << "00:00s"; + } + + os << "]"; + } else { + if (get_value()) + os << "]"; + } + + os << " " << get_value(); + + const auto result = os.str(); + const auto result_size = unicode::display_width(result); + return {result, result_size}; + } + +public: + void print_progress(bool from_multi_progress = false) { + std::lock_guard lock{mutex_}; + + auto &os = get_value(); + + const auto type = get_value(); + const auto min_progress = + get_value(); + const auto max_progress = + get_value(); + if (multi_progress_mode_ && !from_multi_progress) { + if ((type == ProgressType::incremental && progress_ >= max_progress) || + (type == ProgressType::decremental && progress_ <= min_progress)) { + get_value() = true; + } + return; + } + auto now = std::chrono::high_resolution_clock::now(); + if (!get_value()) + elapsed_ = std::chrono::duration_cast( + now - start_time_point_); + + if (get_value() != + Color::unspecified) + details::set_stream_color( + os, get_value()); + + for (auto &style : get_value()) + details::set_font_style(os, style); + + const auto prefix_pair = get_prefix_text(); + const auto prefix_text = prefix_pair.first; + const auto prefix_length = prefix_pair.second; + os << "\r" << prefix_text; + + os << get_value(); + + details::ProgressScaleWriter writer{ + os, get_value(), + get_value(), + get_value(), + get_value()}; + writer.write(double(progress_) / double(max_progress) * 100.0f); + + os << get_value(); + + const auto postfix_pair = get_postfix_text(); + const auto postfix_text = postfix_pair.first; + const auto postfix_length = postfix_pair.second; + os << postfix_text; + + // Get length of prefix text and postfix text + const auto start_length = get_value().size(); + const auto bar_width = get_value(); + const auto end_length = get_value().size(); + const auto terminal_width = terminal_size().second; + // prefix + bar_width + postfix should be <= terminal_width + const int remaining = terminal_width - (prefix_length + start_length + bar_width + end_length + postfix_length); + if (remaining > 0) { + os << std::string(remaining, ' ') << "\r"; + } else if (remaining < 0) { + // Do nothing. Maybe in the future truncate postfix with ... + } + os.flush(); + + if ((type == ProgressType::incremental && progress_ >= max_progress) || + (type == ProgressType::decremental && progress_ <= min_progress)) { + get_value() = true; + } + if (get_value() && + !from_multi_progress) // Don't std::endl if calling from MultiProgress + os << termcolor::reset << std::endl; + } +}; + +} // namespace indicators + +#endif \ No newline at end of file diff --git a/C++/src/indicators/progress_spinner.hpp b/C++/src/indicators/progress_spinner.hpp new file mode 100644 index 0000000..62d5b14 --- /dev/null +++ b/C++/src/indicators/progress_spinner.hpp @@ -0,0 +1,227 @@ + +#ifndef INDICATORS_PROGRESS_SPINNER +#define INDICATORS_PROGRESS_SPINNER + +#include + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +namespace indicators { + +class ProgressSpinner { + using Settings = + std::tuple; + +public: + template ::type...>::value, + void *>::type = nullptr> + explicit ProgressSpinner(Args &&... args) + : settings_( + details::get( + option::ForegroundColor{Color::unspecified}, std::forward(args)...), + details::get(option::PrefixText{}, + std::forward(args)...), + details::get(option::PostfixText{}, + std::forward(args)...), + details::get(option::ShowPercentage{true}, + std::forward(args)...), + details::get( + option::ShowElapsedTime{false}, std::forward(args)...), + details::get( + option::ShowRemainingTime{false}, std::forward(args)...), + details::get(option::ShowSpinner{true}, + std::forward(args)...), + details::get( + option::SavedStartTime{false}, std::forward(args)...), + details::get(option::Completed{false}, + std::forward(args)...), + details::get( + option::MaxPostfixTextLen{0}, std::forward(args)...), + details::get( + option::SpinnerStates{ + std::vector{"⠋", "⠙", "⠹", "⠸", "⠼", "⠴", "⠦", "⠧", "⠇", "⠏"}}, + std::forward(args)...), + details::get( + option::FontStyles{std::vector{}}, std::forward(args)...), + details::get(option::MaxProgress{100}, + std::forward(args)...), + details::get(option::Stream{std::cout}, + std::forward(args)...)) {} + + template + void set_option(details::Setting &&setting) { + static_assert(!std::is_same( + std::declval()))>::type>::value, + "Setting has wrong type!"); + std::lock_guard lock(mutex_); + get_value() = std::move(setting).value; + } + + template + void set_option(const details::Setting &setting) { + static_assert(!std::is_same( + std::declval()))>::type>::value, + "Setting has wrong type!"); + std::lock_guard lock(mutex_); + get_value() = setting.value; + } + + void set_option( + const details::Setting &setting) { + std::lock_guard lock(mutex_); + get_value() = setting.value; + if (setting.value.length() > get_value()) { + get_value() = setting.value.length(); + } + } + + void + set_option(details::Setting &&setting) { + std::lock_guard lock(mutex_); + get_value() = std::move(setting).value; + auto &new_value = get_value(); + if (new_value.length() > get_value()) { + get_value() = new_value.length(); + } + } + + void set_progress(size_t value) { + { + std::lock_guard lock{mutex_}; + progress_ = value; + } + save_start_time(); + print_progress(); + } + + void tick() { + { + std::lock_guard lock{mutex_}; + progress_ += 1; + } + save_start_time(); + print_progress(); + } + + size_t current() { + std::lock_guard lock{mutex_}; + return (std::min)(progress_, size_t(get_value())); + } + + bool is_completed() const { return get_value(); } + + void mark_as_completed() { + get_value() = true; + print_progress(); + } + +private: + Settings settings_; + size_t progress_{0}; + size_t index_{0}; + std::chrono::time_point start_time_point_; + std::mutex mutex_; + + template + auto get_value() -> decltype((details::get_value(std::declval()).value)) { + return details::get_value(settings_).value; + } + + template + auto get_value() const + -> decltype((details::get_value(std::declval()).value)) { + return details::get_value(settings_).value; + } + + void save_start_time() { + auto &show_elapsed_time = get_value(); + auto &show_remaining_time = get_value(); + auto &saved_start_time = get_value(); + if ((show_elapsed_time || show_remaining_time) && !saved_start_time) { + start_time_point_ = std::chrono::high_resolution_clock::now(); + saved_start_time = true; + } + } + +public: + void print_progress() { + std::lock_guard lock{mutex_}; + + auto &os = get_value(); + + const auto max_progress = get_value(); + auto now = std::chrono::high_resolution_clock::now(); + auto elapsed = std::chrono::duration_cast(now - start_time_point_); + + if (get_value() != Color::unspecified) + details::set_stream_color(os, get_value()); + + for (auto &style : get_value()) + details::set_font_style(os, style); + + os << get_value(); + if (get_value()) + os << get_value() + [index_ % get_value().size()]; + if (get_value()) { + os << " " << std::size_t(progress_ / double(max_progress) * 100) << "%"; + } + + if (get_value()) { + os << " ["; + details::write_duration(os, elapsed); + } + + if (get_value()) { + if (get_value()) + os << "<"; + else + os << " ["; + auto eta = std::chrono::nanoseconds( + progress_ > 0 + ? static_cast(std::ceil(float(elapsed.count()) * + max_progress / progress_)) + : 0); + auto remaining = eta > elapsed ? (eta - elapsed) : (elapsed - eta); + details::write_duration(os, remaining); + os << "]"; + } else { + if (get_value()) + os << "]"; + } + + if (get_value() == 0) + get_value() = 10; + os << " " << get_value() + << std::string(get_value(), ' ') << "\r"; + os.flush(); + index_ += 1; + if (progress_ > max_progress) { + get_value() = true; + } + if (get_value()) + os << termcolor::reset << std::endl; + } +}; + +} // namespace indicators + +#endif \ No newline at end of file diff --git a/C++/src/indicators/progress_type.hpp b/C++/src/indicators/progress_type.hpp new file mode 100644 index 0000000..54da1e8 --- /dev/null +++ b/C++/src/indicators/progress_type.hpp @@ -0,0 +1,9 @@ + +#ifndef INDICATORS_PROGRESS_TYPE +#define INDICATORS_PROGRESS_TYPE + +namespace indicators { +enum class ProgressType { incremental, decremental }; +} + +#endif \ No newline at end of file diff --git a/C++/src/indicators/setting.hpp b/C++/src/indicators/setting.hpp new file mode 100644 index 0000000..7298258 --- /dev/null +++ b/C++/src/indicators/setting.hpp @@ -0,0 +1,222 @@ + +/* +Activity Indicators for Modern C++ +https://github.com/p-ranav/indicators + +Licensed under the MIT License . +SPDX-License-Identifier: MIT +Copyright (c) 2019 Dawid Pilarski . + +Permission is hereby granted, free of charge, to any person obtaining a copy +of this software and associated documentation files (the "Software"), to deal +in the Software without restriction, including without limitation the rights +to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +copies of the Software, and to permit persons to whom the Software is +furnished to do so, subject to the following conditions: + +The above copyright notice and this permission notice shall be included in all +copies or substantial portions of the Software. + +THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +SOFTWARE. +*/ +#ifndef INDICATORS_SETTING +#define INDICATORS_SETTING + +#include +#include +#include +#include +#include +#include +#include +#include +#include + +namespace indicators { + +namespace details { + +template struct if_else; + +template <> struct if_else { using type = std::true_type; }; + +template <> struct if_else { using type = std::false_type; }; + +template struct if_else_type; + +template struct if_else_type { + using type = True; +}; + +template struct if_else_type { + using type = False; +}; + +template struct conjuction; + +template <> struct conjuction<> : std::true_type {}; + +template +struct conjuction + : if_else_type>::type {}; + +template struct disjunction; + +template <> struct disjunction<> : std::false_type {}; + +template +struct disjunction + : if_else_type>::type {}; + +enum class ProgressBarOption { + bar_width = 0, + prefix_text, + postfix_text, + start, + end, + fill, + lead, + remainder, + max_postfix_text_len, + completed, + show_percentage, + show_elapsed_time, + show_remaining_time, + saved_start_time, + foreground_color, + spinner_show, + spinner_states, + font_styles, + hide_bar_when_complete, + min_progress, + max_progress, + progress_type, + stream +}; + +template struct Setting { + template ::value>::type> + explicit Setting(Args &&... args) : value(std::forward(args)...) {} + Setting(const Setting &) = default; + Setting(Setting &&) = default; + + static constexpr auto id = Id; + using type = T; + + T value{}; +}; + +template struct is_setting : std::false_type {}; + +template struct is_setting> : std::true_type {}; + +template +struct are_settings : if_else...>::value>::type {}; + +template <> struct are_settings<> : std::true_type {}; + +template struct is_setting_from_tuple; + +template struct is_setting_from_tuple> : std::true_type {}; + +template +struct is_setting_from_tuple> + : if_else...>::value>::type {}; + +template +struct are_settings_from_tuple + : if_else...>::value>::type {}; + +template struct always_true { static constexpr auto value = true; }; + +template Default &&get_impl(Default &&def) { + return std::forward(def); +} + +template +auto get_impl(Default && /*def*/, T &&first, Args &&... /*tail*/) -> + typename std::enable_if<(std::decay::type::id == Id), + decltype(std::forward(first))>::type { + return std::forward(first); +} + +template +auto get_impl(Default &&def, T && /*first*/, Args &&... tail) -> + typename std::enable_if<(std::decay::type::id != Id), + decltype(get_impl(std::forward(def), + std::forward(tail)...))>::type { + return get_impl(std::forward(def), std::forward(tail)...); +} + +template ::value, void>::type> +auto get(Default &&def, Args &&... args) + -> decltype(details::get_impl(std::forward(def), std::forward(args)...)) { + return details::get_impl(std::forward(def), std::forward(args)...); +} + +template using StringSetting = Setting; + +template using IntegerSetting = Setting; + +template using BooleanSetting = Setting; + +template struct option_idx; + +template +struct option_idx, counter> + : if_else_type<(Id == T::id), std::integral_constant, + option_idx, counter + 1>>::type {}; + +template struct option_idx, counter> { + static_assert(always_true<(ProgressBarOption)Id>::value, "No such option was found"); +}; + +template +auto get_value(Settings &&settings) + -> decltype((std::get::type>::value>( + std::declval()))) { + return std::get::type>::value>( + std::forward(settings)); +} + +} // namespace details + +namespace option { +using BarWidth = details::IntegerSetting; +using PrefixText = details::StringSetting; +using PostfixText = details::StringSetting; +using Start = details::StringSetting; +using End = details::StringSetting; +using Fill = details::StringSetting; +using Lead = details::StringSetting; +using Remainder = details::StringSetting; +using MaxPostfixTextLen = details::IntegerSetting; +using Completed = details::BooleanSetting; +using ShowPercentage = details::BooleanSetting; +using ShowElapsedTime = details::BooleanSetting; +using ShowRemainingTime = details::BooleanSetting; +using SavedStartTime = details::BooleanSetting; +using ForegroundColor = details::Setting; +using ShowSpinner = details::BooleanSetting; +using SpinnerStates = + details::Setting, details::ProgressBarOption::spinner_states>; +using HideBarWhenComplete = + details::BooleanSetting; +using FontStyles = + details::Setting, details::ProgressBarOption::font_styles>; +using MinProgress = details::IntegerSetting; +using MaxProgress = details::IntegerSetting; +using ProgressType = details::Setting; +using Stream = details::Setting; +} // namespace option +} // namespace indicators + +#endif \ No newline at end of file diff --git a/C++/src/indicators/termcolor.hpp b/C++/src/indicators/termcolor.hpp new file mode 100644 index 0000000..3e82bdc --- /dev/null +++ b/C++/src/indicators/termcolor.hpp @@ -0,0 +1,916 @@ +//! +//! termcolor +//! ~~~~~~~~~ +//! +//! termcolor is a header-only c++ library for printing colored messages +//! to the terminal. Written just for fun with a help of the Force. +//! +//! :copyright: (c) 2013 by Ihor Kalnytskyi +//! :license: BSD, see LICENSE for details +//! + +#ifndef TERMCOLOR_HPP_ +#define TERMCOLOR_HPP_ + +#include +#include + +// Detect target's platform and set some macros in order to wrap platform +// specific code this library depends on. +#if defined(_WIN32) || defined(_WIN64) +# define TERMCOLOR_TARGET_WINDOWS +#elif defined(__unix__) || defined(__unix) || (defined(__APPLE__) && defined(__MACH__)) +# define TERMCOLOR_TARGET_POSIX +#endif + +// If implementation has not been explicitly set, try to choose one based on +// target platform. +#if !defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) && !defined(TERMCOLOR_USE_WINDOWS_API) && !defined(TERMCOLOR_USE_NOOP) +# if defined(TERMCOLOR_TARGET_POSIX) +# define TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES +# define TERMCOLOR_AUTODETECTED_IMPLEMENTATION +# elif defined(TERMCOLOR_TARGET_WINDOWS) +# define TERMCOLOR_USE_WINDOWS_API +# define TERMCOLOR_AUTODETECTED_IMPLEMENTATION +# endif +#endif + +// These headers provide isatty()/fileno() functions, which are used for +// testing whether a standard stream refers to the terminal. +#if defined(TERMCOLOR_TARGET_POSIX) +# include +#elif defined(TERMCOLOR_TARGET_WINDOWS) +#if defined(_MSC_VER) +#if !defined(NOMINMAX) +#define NOMINMAX +#endif +#endif +# include +# include +#endif + + +namespace termcolor +{ + // Forward declaration of the `_internal` namespace. + // All comments are below. + namespace _internal + { + inline int colorize_index(); + inline FILE* get_standard_stream(const std::ostream& stream); + inline bool is_colorized(std::ostream& stream); + inline bool is_atty(const std::ostream& stream); + + #if defined(TERMCOLOR_TARGET_WINDOWS) + inline void win_change_attributes(std::ostream& stream, int foreground, int background=-1); + #endif + } + + inline + std::ostream& colorize(std::ostream& stream) + { + stream.iword(_internal::colorize_index()) = 1L; + return stream; + } + + inline + std::ostream& nocolorize(std::ostream& stream) + { + stream.iword(_internal::colorize_index()) = 0L; + return stream; + } + + inline + std::ostream& reset(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[00m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, -1); + #endif + } + return stream; + } + + inline + std::ostream& bold(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[1m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + #endif + } + return stream; + } + + inline + std::ostream& dark(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[2m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + #endif + } + return stream; + } + + inline + std::ostream& italic(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[3m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + #endif + } + return stream; + } + + inline + std::ostream& underline(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[4m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, COMMON_LVB_UNDERSCORE); + #endif + } + return stream; + } + + inline + std::ostream& blink(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[5m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + #endif + } + return stream; + } + + inline + std::ostream& reverse(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[7m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + #endif + } + return stream; + } + + inline + std::ostream& concealed(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[8m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + #endif + } + return stream; + } + + inline + std::ostream& crossed(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[9m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + #endif + } + return stream; + } + + template inline + std::ostream& color(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + char command[12]; + std::snprintf(command, sizeof(command), "\033[38;5;%dm", code); + stream << command; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + #endif + } + return stream; + } + + template inline + std::ostream& on_color(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + char command[12]; + std::snprintf(command, sizeof(command), "\033[48;5;%dm", code); + stream << command; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + #endif + } + return stream; + } + + template inline + std::ostream& color(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + char command[20]; + std::snprintf(command, sizeof(command), "\033[38;2;%d;%d;%dm", r, g, b); + stream << command; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + #endif + } + return stream; + } + + template inline + std::ostream& on_color(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + char command[20]; + std::snprintf(command, sizeof(command), "\033[48;2;%d;%d;%dm", r, g, b); + stream << command; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + #endif + } + return stream; + } + + inline + std::ostream& grey(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[30m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + 0 // grey (black) + ); + #endif + } + return stream; + } + + inline + std::ostream& red(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[31m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + FOREGROUND_RED + ); + #endif + } + return stream; + } + + inline + std::ostream& green(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[32m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + FOREGROUND_GREEN + ); + #endif + } + return stream; + } + + inline + std::ostream& yellow(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[33m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + FOREGROUND_GREEN | FOREGROUND_RED + ); + #endif + } + return stream; + } + + inline + std::ostream& blue(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[34m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + FOREGROUND_BLUE + ); + #endif + } + return stream; + } + + inline + std::ostream& magenta(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[35m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + FOREGROUND_BLUE | FOREGROUND_RED + ); + #endif + } + return stream; + } + + inline + std::ostream& cyan(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[36m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + FOREGROUND_BLUE | FOREGROUND_GREEN + ); + #endif + } + return stream; + } + + inline + std::ostream& white(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[37m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + FOREGROUND_BLUE | FOREGROUND_GREEN | FOREGROUND_RED + ); + #endif + } + return stream; + } + + + inline + std::ostream& bright_grey(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[90m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + 0 | FOREGROUND_INTENSITY // grey (black) + ); + #endif + } + return stream; + } + + inline + std::ostream& bright_red(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[91m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + FOREGROUND_RED | FOREGROUND_INTENSITY + ); + #endif + } + return stream; + } + + inline + std::ostream& bright_green(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[92m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + FOREGROUND_GREEN | FOREGROUND_INTENSITY + ); + #endif + } + return stream; + } + + inline + std::ostream& bright_yellow(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[93m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + FOREGROUND_GREEN | FOREGROUND_RED | FOREGROUND_INTENSITY + ); + #endif + } + return stream; + } + + inline + std::ostream& bright_blue(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[94m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + FOREGROUND_BLUE | FOREGROUND_INTENSITY + ); + #endif + } + return stream; + } + + inline + std::ostream& bright_magenta(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[95m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + FOREGROUND_BLUE | FOREGROUND_RED | FOREGROUND_INTENSITY + ); + #endif + } + return stream; + } + + inline + std::ostream& bright_cyan(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[96m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + FOREGROUND_BLUE | FOREGROUND_GREEN | FOREGROUND_INTENSITY + ); + #endif + } + return stream; + } + + inline + std::ostream& bright_white(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[97m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, + FOREGROUND_BLUE | FOREGROUND_GREEN | FOREGROUND_RED | FOREGROUND_INTENSITY + ); + #endif + } + return stream; + } + + + inline + std::ostream& on_grey(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[40m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + 0 // grey (black) + ); + #endif + } + return stream; + } + + inline + std::ostream& on_red(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[41m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + BACKGROUND_RED + ); + #endif + } + return stream; + } + + inline + std::ostream& on_green(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[42m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + BACKGROUND_GREEN + ); + #endif + } + return stream; + } + + inline + std::ostream& on_yellow(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[43m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + BACKGROUND_GREEN | BACKGROUND_RED + ); + #endif + } + return stream; + } + + inline + std::ostream& on_blue(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[44m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + BACKGROUND_BLUE + ); + #endif + } + return stream; + } + + inline + std::ostream& on_magenta(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[45m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + BACKGROUND_BLUE | BACKGROUND_RED + ); + #endif + } + return stream; + } + + inline + std::ostream& on_cyan(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[46m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + BACKGROUND_GREEN | BACKGROUND_BLUE + ); + #endif + } + return stream; + } + + inline + std::ostream& on_white(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[47m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + BACKGROUND_GREEN | BACKGROUND_BLUE | BACKGROUND_RED + ); + #endif + } + + return stream; + } + + + inline + std::ostream& on_bright_grey(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[100m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + 0 | BACKGROUND_INTENSITY // grey (black) + ); + #endif + } + return stream; + } + + inline + std::ostream& on_bright_red(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[101m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + BACKGROUND_RED | BACKGROUND_INTENSITY + ); + #endif + } + return stream; + } + + inline + std::ostream& on_bright_green(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[102m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + BACKGROUND_GREEN | BACKGROUND_INTENSITY + ); + #endif + } + return stream; + } + + inline + std::ostream& on_bright_yellow(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[103m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + BACKGROUND_GREEN | BACKGROUND_RED | BACKGROUND_INTENSITY + ); + #endif + } + return stream; + } + + inline + std::ostream& on_bright_blue(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[104m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + BACKGROUND_BLUE | BACKGROUND_INTENSITY + ); + #endif + } + return stream; + } + + inline + std::ostream& on_bright_magenta(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[105m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + BACKGROUND_BLUE | BACKGROUND_RED | BACKGROUND_INTENSITY + ); + #endif + } + return stream; + } + + inline + std::ostream& on_bright_cyan(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[106m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + BACKGROUND_GREEN | BACKGROUND_BLUE | BACKGROUND_INTENSITY + ); + #endif + } + return stream; + } + + inline + std::ostream& on_bright_white(std::ostream& stream) + { + if (_internal::is_colorized(stream)) + { + #if defined(TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES) + stream << "\033[107m"; + #elif defined(TERMCOLOR_USE_WINDOWS_API) + _internal::win_change_attributes(stream, -1, + BACKGROUND_GREEN | BACKGROUND_BLUE | BACKGROUND_RED | BACKGROUND_INTENSITY + ); + #endif + } + + return stream; + } + + + + //! Since C++ hasn't a way to hide something in the header from + //! the outer access, I have to introduce this namespace which + //! is used for internal purpose and should't be access from + //! the user code. + namespace _internal + { + // An index to be used to access a private storage of I/O streams. See + // colorize / nocolorize I/O manipulators for details. Due to the fact + // that static variables ain't shared between translation units, inline + // function with local static variable is used to do the trick and share + // the variable value between translation units. + inline int colorize_index() + { + static int colorize_index = std::ios_base::xalloc(); + return colorize_index; + } + + //! Since C++ hasn't a true way to extract stream handler + //! from the a given `std::ostream` object, I have to write + //! this kind of hack. + inline + FILE* get_standard_stream(const std::ostream& stream) + { + if (&stream == &std::cout) + return stdout; + else if ((&stream == &std::cerr) || (&stream == &std::clog)) + return stderr; + + return nullptr; + } + + // Say whether a given stream should be colorized or not. It's always + // true for ATTY streams and may be true for streams marked with + // colorize flag. + inline + bool is_colorized(std::ostream& stream) + { + return is_atty(stream) || static_cast(stream.iword(colorize_index())); + } + + //! Test whether a given `std::ostream` object refers to + //! a terminal. + inline + bool is_atty(const std::ostream& stream) + { + FILE* std_stream = get_standard_stream(stream); + + // Unfortunately, fileno() ends with segmentation fault + // if invalid file descriptor is passed. So we need to + // handle this case gracefully and assume it's not a tty + // if standard stream is not detected, and 0 is returned. + if (!std_stream) + return false; + + #if defined(TERMCOLOR_TARGET_POSIX) + return ::isatty(fileno(std_stream)); + #elif defined(TERMCOLOR_TARGET_WINDOWS) + return ::_isatty(_fileno(std_stream)); + #else + return false; + #endif + } + + #if defined(TERMCOLOR_TARGET_WINDOWS) + //! Change Windows Terminal colors attribute. If some + //! parameter is `-1` then attribute won't changed. + inline void win_change_attributes(std::ostream& stream, int foreground, int background) + { + // yeah, i know.. it's ugly, it's windows. + static WORD defaultAttributes = 0; + + // Windows doesn't have ANSI escape sequences and so we use special + // API to change Terminal output color. That means we can't + // manipulate colors by means of "std::stringstream" and hence + // should do nothing in this case. + if (!_internal::is_atty(stream)) + return; + + // get terminal handle + HANDLE hTerminal = INVALID_HANDLE_VALUE; + if (&stream == &std::cout) + hTerminal = GetStdHandle(STD_OUTPUT_HANDLE); + else if (&stream == &std::cerr) + hTerminal = GetStdHandle(STD_ERROR_HANDLE); + + // save default terminal attributes if it unsaved + if (!defaultAttributes) + { + CONSOLE_SCREEN_BUFFER_INFO info; + if (!GetConsoleScreenBufferInfo(hTerminal, &info)) + return; + defaultAttributes = info.wAttributes; + } + + // restore all default settings + if (foreground == -1 && background == -1) + { + SetConsoleTextAttribute(hTerminal, defaultAttributes); + return; + } + + // get current settings + CONSOLE_SCREEN_BUFFER_INFO info; + if (!GetConsoleScreenBufferInfo(hTerminal, &info)) + return; + + if (foreground != -1) + { + info.wAttributes &= ~(info.wAttributes & 0x0F); + info.wAttributes |= static_cast(foreground); + } + + if (background != -1) + { + info.wAttributes &= ~(info.wAttributes & 0xF0); + info.wAttributes |= static_cast(background); + } + + SetConsoleTextAttribute(hTerminal, info.wAttributes); + } + #endif // TERMCOLOR_TARGET_WINDOWS + + } // namespace _internal + +} // namespace termcolor + + +#undef TERMCOLOR_TARGET_POSIX +#undef TERMCOLOR_TARGET_WINDOWS + +#if defined(TERMCOLOR_AUTODETECTED_IMPLEMENTATION) +# undef TERMCOLOR_USE_ANSI_ESCAPE_SEQUENCES +# undef TERMCOLOR_USE_WINDOWS_API +#endif + +#endif // TERMCOLOR_HPP_ diff --git a/C++/src/indicators/terminal_size.hpp b/C++/src/indicators/terminal_size.hpp new file mode 100644 index 0000000..0d03077 --- /dev/null +++ b/C++/src/indicators/terminal_size.hpp @@ -0,0 +1,44 @@ + +#ifndef INDICATORS_TERMINAL_SIZE +#define INDICATORS_TERMINAL_SIZE +#include + + +#if defined(_WIN32) +#include + +namespace indicators { + +static inline std::pair terminal_size() { + CONSOLE_SCREEN_BUFFER_INFO csbi; + int cols, rows; + GetConsoleScreenBufferInfo(GetStdHandle(STD_OUTPUT_HANDLE), &csbi); + cols = csbi.srWindow.Right - csbi.srWindow.Left + 1; + rows = csbi.srWindow.Bottom - csbi.srWindow.Top + 1; + return {static_cast(rows), static_cast(cols)}; +} + +static inline size_t terminal_width() { return terminal_size().second; } + +} // namespace indicators + +#else + +#include //ioctl() and TIOCGWINSZ +#include // for STDOUT_FILENO + +namespace indicators { + +static inline std::pair terminal_size() { + struct winsize size{}; + ioctl(STDOUT_FILENO, TIOCGWINSZ, &size); + return {static_cast(size.ws_row), static_cast(size.ws_col)}; +} + +static inline size_t terminal_width() { return terminal_size().second; } + +} // namespace indicators + +#endif + +#endif \ No newline at end of file diff --git a/C++/src/konvergenz_runner.cpp b/C++/src/konvergenz_runner.cpp deleted file mode 100644 index 5f68be1..0000000 --- a/C++/src/konvergenz_runner.cpp +++ /dev/null @@ -1,51 +0,0 @@ -// -// Created by jholder on 16.12.21. -// -#include "konvergenz_runner.h" -#include -#include -#include "force_lambdas.h" - -void Konvergenz::konvergenz(Compute::Force force, - const Integratoren2d::integrator_t& integrator, - size_t every, std::ofstream& file) { - Integratoren2d::force_t force_lambda = harmonic_Force; - switch (force) { - case Compute::Force::zero_F: - break; - case Compute::Force::const_F: - break; - case Compute::Force::harmonic_F: - break; - } - double delta_t = 1.0 / static_cast(every); - Rod2d rod(1.0); - Simulation sim(delta_t, 1234); - Compute com(rod, Compute::Type::oaf, force, every, sim); - - while (true) { - for (int i = 0; i < 100000; ++i) { - integrator(rod, sim, force_lambda, zero_Torque); - com.eval(rod); - } - std::cout << every << " " << com.getDifference() << " " - << com.getAgg().getSEM() << " \r"; - if (com.getDifference() >= com.getAgg().getSEM() * 10 and - com.getAgg().getSEM() < 0.01) { - std::cout << "\n"; - file << every << " " << com.getDifference() << " " - << com.getAgg().getSEM() << '\n'; - file.flush(); - break; - } - } -} -void Konvergenz::runner(Compute::Force force, - const Integratoren2d::integrator_t& integrator, - std::string filename) { - std::ofstream file; - file.open(filename); - for (size_t i = 1; i < 100; i *= 2) { - konvergenz(force, integrator, i, file); - } -} diff --git a/C++/src/konvergenz_runner.h b/C++/src/konvergenz_runner.h deleted file mode 100644 index 287721f..0000000 --- a/C++/src/konvergenz_runner.h +++ /dev/null @@ -1,18 +0,0 @@ -// -// Created by jholder on 16.12.21. -// - -#ifndef MYPROJECT_KONVERGENZ_RUNNER_H -#define MYPROJECT_KONVERGENZ_RUNNER_H -#include "Compute.h" -#include "Integratoren2d.h" -class Konvergenz { - public: - static void runner(Compute::Force force, - const Integratoren2d::integrator_t& integrator, - std::string filename); - static void konvergenz(Compute::Force force, - const Integratoren2d::integrator_t& integrator, - size_t every, std::ofstream& file); -}; -#endif // MYPROJECT_KONVERGENZ_RUNNER_H diff --git a/C++/src/main.cpp b/C++/src/main.cpp index 0e0268e..0159ead 100644 --- a/C++/src/main.cpp +++ b/C++/src/main.cpp @@ -1,29 +1,83 @@ -#include "konvergenz_runner.h" -void msd(){ - Konvergenz::runner(Compute::Force::harmonic_F, Integratoren2d::Set1_Euler_f, - "1Euler_msd_harmonic.dat"); - Konvergenz::runner(Compute::Force::harmonic_F, Integratoren2d::Set2_Heun_f, - "2Heun_msd_harmonic.dat"); - Konvergenz::runner(Compute::Force::harmonic_F, Integratoren2d::Set3_Exact_f, - "3Exact_msd_harmonic.dat"); - Konvergenz::runner(Compute::Force::harmonic_F, Integratoren2d::Set4_BDAS_f, - "4BDAS_msd_harmonic.dat"); - Konvergenz::runner(Compute::Force::harmonic_F, Integratoren2d::Set5_MBD_f, - "5MBD_msd_harmonic.dat"); +#include +#include "runner/konvergenz_runner.h" +void msd() { + Konvergenz::runner(Compute::Force::harmonic_F, Compute::Type::msd, + Integratoren2d::Set1_Euler_f, "1Euler_msd_harmonic_konv.dat"); + Konvergenz::runner(Compute::Force::harmonic_F, Compute::Type::msd, + Integratoren2d::Set2_Heun_f, "2Heun_msd_harmonic_konv.dat"); + Konvergenz::runner(Compute::Force::harmonic_F, Compute::Type::msd, + Integratoren2d::Set3_Exact_f, "3Exact_msd_harmonic_konv.dat"); + Konvergenz::runner(Compute::Force::harmonic_F, Compute::Type::msd, + Integratoren2d::Set4_BDAS_f, "4BDAS_msd_harmonic_konv.dat"); + Konvergenz::runner(Compute::Force::harmonic_F, Compute::Type::msd, + Integratoren2d::Set5_MBD_f, "5MBD_msd_harmonic_konv.dat"); } -void oaf(){ - Konvergenz::runner(Compute::Force::harmonic_F, Integratoren2d::Set1_Euler_f, - "1Euler_oaf_harmonic.dat"); - Konvergenz::runner(Compute::Force::harmonic_F, Integratoren2d::Set2_Heun_f, - "2Heun_oaf_harmonic.dat"); - // Konvergenz::runner(Compute::Force::harmonic_F, Integratoren2d::Set3_Exact_f, - // "3Exact_oaf_harmonic.dat"); - //Konvergenz::runner(Compute::Force::harmonic_F, Integratoren2d::Set4_BDAS_f, - // "4BDAS_oaf_harmonic.dat"); - Konvergenz::runner(Compute::Force::harmonic_F, Integratoren2d::Set5_MBD_f, - "5MBD_oaf_harmonic.dat"); +void oaf() { + Konvergenz::runner(Compute::Force::harmonic_F, Compute::Type::oaf, + Integratoren2d::Set1_Euler_f, "1Euler_oaf_harmonic_konv.dat"); + Konvergenz::runner(Compute::Force::harmonic_F, Compute::Type::oaf, + Integratoren2d::Set2_Heun_f, "2Heun_oaf_harmonic_konv.dat"); + // Konvergenz::runner(Compute::Force::harmonic_F, + // Integratoren2d::Set3_Exact_f, + // "3Exact_oaf_harmonic_konv.dat"); + // Konvergenz::runner(Compute::Force::harmonic_F, + // Integratoren2d::Set4_BDAS_f, + // "4BDAS_oaf_harmonic_konv.dat"); + Konvergenz::runner(Compute::Force::harmonic_F, Compute::Type::oaf, + Integratoren2d::Set5_MBD_f, "5MBD_oaf_harmonic_konv.dat"); } -int main(){ +void time_harmonic(double length){ + Normal::runner(Compute::Force::harmonic_F, Integratoren2d::Set1_Euler_f, + "1_Euler_harmonic_"+std::to_string(length)+".dat", length); + Normal::runner(Compute::Force::harmonic_F, Integratoren2d::Set2_Heun_f, + "2_Heun_harmonic_"+std::to_string(length)+".dat", length); + Normal::runner(Compute::Force::harmonic_F, Integratoren2d::Set3_Exact_f, + "3_Exact_harmonic_"+std::to_string(length)+".dat", length); + Normal::runner(Compute::Force::harmonic_F, Integratoren2d::Set4_BDAS_f, + "4_BDAS_harmonic_"+std::to_string(length)+".dat", length); + Normal::runner(Compute::Force::harmonic_F, Integratoren2d::Set5_MBD_f, + "5_MBD_harmonic_"+std::to_string(length)+".dat", length); +} +void time_const(double length){ + Normal::runner(Compute::Force::const_F, Integratoren2d::Set1_Euler_f, + "1_Euler_const_"+std::to_string(length)+".dat", length); + Normal::runner(Compute::Force::const_F, Integratoren2d::Set2_Heun_f, + "2_Heun_const_"+std::to_string(length)+".dat", length); + Normal::runner(Compute::Force::const_F, Integratoren2d::Set3_Exact_f, + "3_Exact_const_"+std::to_string(length)+".dat", length); + Normal::runner(Compute::Force::const_F, Integratoren2d::Set4_BDAS_f, + "4_BDAS_const_"+std::to_string(length)+".dat", length); + Normal::runner(Compute::Force::const_F, Integratoren2d::Set5_MBD_f, + "5_MBD_const_"+std::to_string(length)+".dat", length); +} +void time_no_force(double length){ + Normal::runner(Compute::Force::zero_F, Integratoren2d::Set1_Euler_f, + "1_Euler_zero_"+std::to_string(length)+".dat", length); + Normal::runner(Compute::Force::zero_F, Integratoren2d::Set2_Heun_f, + "2_Heun_zero_"+std::to_string(length)+".dat", length); + Normal::runner(Compute::Force::zero_F, Integratoren2d::Set3_Exact_f, + "3_Exact_zero_"+std::to_string(length)+".dat", length); + Normal::runner(Compute::Force::zero_F, Integratoren2d::Set4_BDAS_f, + "4_BDAS_zero_"+std::to_string(length)+".dat", length); + Normal::runner(Compute::Force::zero_F, Integratoren2d::Set5_MBD_f, + "5_MBD_zero_"+std::to_string(length)+".dat", length); +} + +constexpr int num_threads = 5; +int main() { + // TIME + std::cout<<"no_force"< +#include +#include +#include "force_lambdas.h" +#include + + +void Konvergenz::konvergenz(Compute::Force force, Compute::Type type, + const Integratoren2d::integrator_t& integrator, + size_t every, std::ofstream& file) { + Integratoren2d::force_t force_lambda; + switch (force) { + case Compute::Force::zero_F: + force_lambda = zero_Force; + break; + case Compute::Force::const_F: + force_lambda = const_Force; + break; + case Compute::Force::harmonic_F: + force_lambda = harmonic_Force; + break; + } + double delta_t = 1.0 / static_cast(every); + Rod2d rod(1.0); + Simulation sim(delta_t, 1234); + Compute com(rod, type, force, every, sim); + + while (true) { + for (int i = 0; i < 500000; ++i) { + integrator(rod, sim, force_lambda, zero_Torque); + com.eval(rod); + } + std::cout << every << " " << com.getDifference() << " " + << com.getAgg().getSEM() << " \r"; + if (com.getDifference() >= com.getAgg().getSEM() * 20 and + com.getAgg().getSEM() < 0.01) { + std::cout << "\n"; + file << delta_t << " " << com.getDifference() << " " + << com.getAgg().getSEM() << '\n'; + file.flush(); + break; + } + } +} +void Konvergenz::runner(Compute::Force force, Compute::Type type, + const Integratoren2d::integrator_t& integrator, + std::string filename) { + std::ofstream file; + file.open("out/"+filename); + for (size_t i = 1; i < 100; i *= 2) { + konvergenz(force, type, integrator, i, file); + } +} +const std::array names = {"oaf","msd","empxx","empyy", "x","x_squared"}; +const std::array types = { Compute::Type::oaf , Compute::Type::msd , Compute::Type::empxx , Compute::Type::empyy , Compute::Type::x , Compute::Type::x_squared }; + +void Normal::runner(Compute::Force force, + const Integratoren2d::integrator_t& integrator, + const std::string& filename, double length) { + std::array files; + size_t counter = 0; + for (auto &file:files) { + file.open("out/"+names[counter]+'_'+filename); + counter++; + } + + time(force, integrator, files, length); + +} +void Normal::time(Compute::Force force, + const Integratoren2d::integrator_t& integrator, + std::array& files, double length) { + Integratoren2d::force_t force_lambda; + switch (force) { + case Compute::Force::zero_F: + force_lambda = zero_Force; + break; + case Compute::Force::const_F: + force_lambda = const_Force; + break; + case Compute::Force::harmonic_F: + force_lambda = harmonic_Force; + break; + } + constexpr double delta_t = 0.05; + constexpr size_t max_count = 21; + Rod2d rod(length); + const Rod2d start_rod(length); + Simulation sim(delta_t, 1234); + std::vector computes; + computes.reserve(100); + for (size_t count = 1; count <= max_count; count++) { + computes.emplace_back(rod, Compute::Type::oaf, force, count, sim); + computes.emplace_back(rod, Compute::Type::msd, force, count, sim); + computes.emplace_back(rod, Compute::Type::empxx, force, count, sim); + computes.emplace_back(rod, Compute::Type::empyy, force, count, sim); + computes.emplace_back(rod, Compute::Type::x, force, count, sim); + computes.emplace_back(rod, Compute::Type::x_squared, force, count, sim); + } + + + using namespace indicators; + ProgressBar bar{ + option::BarWidth{50}, + option::Start{"["}, + option::Fill{"="}, + option::Lead{">"}, + option::Remainder{" "}, + option::End{"]"}, + option::PostfixText{"Calculating"}, + option::ShowElapsedTime{true}, + option::ShowRemainingTime{true}, + option::ForegroundColor{Color::green}, + option::FontStyles{std::vector{FontStyle::bold}} + }; + constexpr size_t num_runs = 200000; + for (size_t run_index = 0; run_index < num_runs; run_index++) { + bar.set_progress(run_index *100/ num_runs); + for (size_t iter = 0; iter < max_count*10; ++iter) { + integrator(rod, sim, force_lambda, zero_Torque); + for (auto& com : computes) { + com.eval(rod); + } + } + for (auto& com : computes) { + com.reset(start_rod); + rod = start_rod; + + } + } + size_t counter = 0; + for (auto &file:files) { + file<<"#time mean error target npoints\n"; + for(auto & com: computes){ + if (com.getType() == types[counter]) { + file<& files, double length); +}; +#endif // MYPROJECT_KONVERGENZ_RUNNER_H diff --git a/C++/src/Compute.cpp b/C++/src/tools/Compute.cpp similarity index 90% rename from C++/src/Compute.cpp rename to C++/src/tools/Compute.cpp index 636b56c..85e11f1 100644 --- a/C++/src/Compute.cpp +++ b/C++/src/tools/Compute.cpp @@ -10,9 +10,8 @@ #include #include -#include "Rod2d.hpp" -#include "Simulation.h" - +#include "Data/Rod2d.hpp" +#include "Data/Simulation.h" void Compute::evalMSD(const Rod2d &rod2D) { SPDLOG_TRACE("Evaluating MSD"); @@ -138,7 +137,7 @@ Compute::Compute(Rod2d rod, Type t_type, Force force, size_t t_every, break; case Force::const_F: case Force::harmonic_F: - target = 0.0; //TODO missing analytic + target = -100; //TODO missing analytic break; } } break; @@ -156,7 +155,7 @@ Compute::Compute(Rod2d rod, Type t_type, Force force, size_t t_every, break; case Force::const_F: case Force::harmonic_F: - target = 0.0; //TODO missing analytic + target = -100; //TODO missing analytic break; } } break; @@ -168,7 +167,7 @@ Compute::Compute(Rod2d rod, Type t_type, Force force, size_t t_every, target = rod.getPos().sum(); break; case Force::const_F: - target = 0.0; //TODO missing analytic + target = -100; //TODO missing analytic break; case Force::harmonic_F: target = rod.getPos()[0] * exp(-1 * time); @@ -183,7 +182,7 @@ Compute::Compute(Rod2d rod, Type t_type, Force force, size_t t_every, switch (force) { case Force::zero_F: case Force::const_F: - target = 0.0; //TODO missing analytic + target = -100; //TODO missing analytic break; case Force::harmonic_F: target = pow(rod.getPos()[0], 2) * exp(-2 * time) + @@ -215,3 +214,20 @@ void Compute::reset(const Rod2d &rod) { time_step = 0; start_rod = rod; } +std::string Compute::getType_Str() const { + switch (type) { + case Type::msd: + return "msd"; + case Type::oaf: + return "oaf"; + case Type::empxx: + return "empxx"; + case Type::empyy: + return "empyy"; + case Type::x: + return "x"; + case Type::x_squared: + return "x_squared"; + } + return "unknown"; +} diff --git a/C++/src/Compute.h b/C++/src/tools/Compute.h similarity index 71% rename from C++/src/Compute.h rename to C++/src/tools/Compute.h index a92b55b..a263561 100644 --- a/C++/src/Compute.h +++ b/C++/src/tools/Compute.h @@ -6,27 +6,18 @@ #define MYPROJECT_COMPUTE_H #include -#include "LiveAgg.hpp" -#include "Rod2d.hpp" -#include "Simulation.h" +#include "Data/Rod2d.hpp" +#include "Data/Simulation.h" +#include "tools/LiveAgg.hpp" class Compute { public: - enum class Type { - msd, - oaf, - empxx, - empyy, - x, - x_squared - }; - enum class Force { - zero_F, - const_F, - harmonic_F - }; + enum class Type { msd, oaf, empxx, empyy, x, x_squared }; + enum class Force { zero_F, const_F, harmonic_F }; - explicit Compute(Rod2d rod, Type t_type, Force force,size_t t_every, Simulation &sim); + explicit Compute(Rod2d rod, Type t_type, Force force, size_t t_every, + Simulation &sim); + ~Compute() = default; void eval(const Rod2d &rod2D); @@ -35,13 +26,13 @@ class Compute { [[nodiscard]] const LiveAgg &getAgg() const; [[nodiscard]] Type getType() const; + [[nodiscard]] std::string getType_Str() const; [[nodiscard]] double getTime() const; [[nodiscard]] double getDifference() const; friend std::ostream &operator<<(std::ostream &os, const Compute &compute); - void reset(const Rod2d &rod); private: diff --git a/C++/src/LiveAgg.cpp b/C++/src/tools/LiveAgg.cpp similarity index 100% rename from C++/src/LiveAgg.cpp rename to C++/src/tools/LiveAgg.cpp diff --git a/C++/src/LiveAgg.hpp b/C++/src/tools/LiveAgg.hpp similarity index 100% rename from C++/src/LiveAgg.hpp rename to C++/src/tools/LiveAgg.hpp diff --git a/C++/src/logging.cpp b/C++/src/tools/logging.cpp similarity index 100% rename from C++/src/logging.cpp rename to C++/src/tools/logging.cpp diff --git a/C++/src/logging.hpp b/C++/src/tools/logging.hpp similarity index 100% rename from C++/src/logging.hpp rename to C++/src/tools/logging.hpp diff --git a/C++/src/vec_trafos.h b/C++/src/tools/vec_trafos.h similarity index 100% rename from C++/src/vec_trafos.h rename to C++/src/tools/vec_trafos.h diff --git a/C++/test/catch_main.cpp b/C++/test/catch_main.cpp index e089537..2fb2c6a 100644 --- a/C++/test/catch_main.cpp +++ b/C++/test/catch_main.cpp @@ -2,7 +2,7 @@ #include -#include "logging.hpp" +#include "tools/logging.hpp" int main( int argc, char* argv[] ) { LOGGER::setLogging(LOG_LEVEL::TRACE); diff --git a/C++/test/test_Compute.cpp b/C++/test/test_Compute.cpp index 3151667..ad813ad 100644 --- a/C++/test/test_Compute.cpp +++ b/C++/test/test_Compute.cpp @@ -3,7 +3,7 @@ // #include -#include "Compute.h" +#include "tools/Compute.h" TEST_CASE("Compute") { Rod2d rod(1.0); diff --git a/C++/test/test_LiveAgg.cpp b/C++/test/test_LiveAgg.cpp index 2246153..6d3f7da 100644 --- a/C++/test/test_LiveAgg.cpp +++ b/C++/test/test_LiveAgg.cpp @@ -4,7 +4,7 @@ #include -#include "LiveAgg.hpp" +#include "tools/LiveAgg.hpp" TEST_CASE("LiveAgg") { auto ag = LiveAgg(); diff --git a/C++/test/test_Rod2d.cpp b/C++/test/test_Rod2d.cpp index 2a84f95..d38a256 100644 --- a/C++/test/test_Rod2d.cpp +++ b/C++/test/test_Rod2d.cpp @@ -5,8 +5,8 @@ #include #include -#include "Rod2d.hpp" -#include "vec_trafos.h" +#include "Data/Rod2d.hpp" +#include "tools/vec_trafos.h" TEST_CASE("Rods") { Rod2d sphere(1);

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\n" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "forces = [\"zero\",\"const\",\"harmonic\"]\n", + "integrators = [\"1_Euler\", \"2_Heun\", \"3_Exact\", \"4_BDAS\", \"5_MBD\"]\n", + "computes = [\"msd\", \"oaf\", \"empxx\", \"empyy\", \"x\", \"x_squared\"]\n", + "\n", + "\n", + "analytisch = [[True,True,True,True,True,False],\n", + " [False,True,False,False,False,False],\n", + " [True,True,False,False,True,True]]\n", + "kwargs = [[{},{},{},{},{},{}],\n", + " [{},{},{},{},{},{}],\n", + " [{},{},{},{},{},{}]]\n", + "\n", + "\n", + "path = \"../data/out/\"\n", + "length = \"_1.000000\"\n", + "fig, ax = plt.subplots(3,6,figsize=(14,8))\n", + "\n", + "for forceindex,force in enumerate(forces):\n", + " for compute_index,compute in enumerate(computes):\n", + " for index,integrator in enumerate(integrators):\n", + " file = path+compute+\"_\"+integrator+\"_\"+force+length+\".dat\"\n", + " data = np.loadtxt(file,delimiter=\" \")\n", + " ax[forceindex][compute_index].errorbar(data[:,0],data[:,1],yerr=data[:,2],label=integrator,**kwargs[forceindex][compute_index])\n", + " if index==0 and analytisch[forceindex][compute_index]:\n", + " ax[forceindex][compute_index].plot(data[:,0],data[:,3],\":\",label=\"analyitsch\", zorder=100)\n", + " ax[forceindex][compute_index].set_title(compute)\n", + " #ax[forceindex][compute_index].legend()\n", + " if forceindex==0 and compute_index==0:\n", + " plt.figlegend( loc = 'lower center', ncol=6, labelspacing=0. )\n", + "\n", + "ax[0][0].set_ylabel(\"zero\")\n", + "ax[1][0].set_ylabel(\"const\")\n", + "ax[2][0].set_ylabel(\"harmonic\")\n", + "ax[0][1].axvline(1,color=\"r\")\n", + "ax[1][1].axvline(1,color=\"r\")\n", + "ax[2][1].axvline(1,color=\"r\")\n", + "ax[2][0].axvline(1,color=\"r\")\n", + "\n", + "\n", + "ax[0][2].set_ylim([0.8,1.2])\n", + "ax[0][3].set_ylim([0.8,1.2])\n", + "ax[0][4].set_ylim([0.8,1.2])\n", + "ax[2][5].set_ylim([0.8,1.2])\n", + "#plt.tight_layout()\n", + "fig.suptitle('Sphere', fontsize=16)\n", + "plt.savefig(\"../sphere_2d.pdf\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "outputs": [ + { + "data": { + "text/plain": "