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time_Ar0n.cpp 8.89 KiB
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    // Only this file gets the implementation
    #define REFPROP_IMPLEMENTATION
    #define REFPROP_FUNCTION_MODIFIER
    #include "REFPROP_lib.h"
    #undef REFPROP_FUNCTION_MODIFIER
    #undef REFPROP_IMPLEMENTATION
    
    #include <stdlib.h>
    #include <stdio.h>
    #include <chrono>
    #include <iostream>
    #include <valarray>
    #include <random>
    #include <numeric>
    
    
    #include "teqp/models/multifluid.hpp"
    
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    #include "teqp/models/eos.hpp"
    #include "teqp/models/pcsaft.hpp"
    
    #include "teqp/derivs.hpp"
    
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    struct OneTiming {
        double value, sec_per_call;
    };
    
    
    constexpr int repeatmax = 100;
    enum class obtainablethings { PHIX, CHEMPOT };
    
    
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    template<typename Taus, typename Deltas>
    
    auto some_REFPROP(obtainablethings thing, int itau, int idelta, Taus& taus, Deltas& deltas) {
    
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        std::vector<OneTiming> o;
    
        
        if (thing == obtainablethings::PHIX) {
            double z[20] = { 1.0 };
            for (auto repeat = 0; repeat < repeatmax; ++repeat) {
                std::valarray<double> ps = 0.0 * taus;
                double Arterm = -10000;
                auto tic = std::chrono::high_resolution_clock::now();
                for (auto i = 0; i < taus.size(); ++i) {
                    PHIXdll(itau, idelta, taus[i], deltas[i], z, Arterm); ps[i] = Arterm;
                }
                auto toc = std::chrono::high_resolution_clock::now();
                double elap_us = std::chrono::duration<double>(toc - tic).count() / taus.size() * 1e6;
                double val = std::accumulate(std::begin(ps), std::end(ps), 0.0) / ps.size();
                OneTiming result = { val, elap_us };
                o.emplace_back(result);
    
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            }
    
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        }
        return o;
    }
    
    template<int itau, int idelta, typename Taus, typename Deltas, typename TT, typename RHO, typename Model>
    
    auto some_teqp(obtainablethings thing, const Taus& taus, const Deltas& deltas, const Model &model, const TT &Ts, const RHO &rhos) {
    
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        std::vector<OneTiming> out;
    
        // And the same example with teqp
        auto N = taus.size();
        auto c = (Eigen::ArrayXd(1) << 1.0).finished();
    
        using tdx = TDXDerivatives<Model, double, decltype(c)>;
    
    
        if (thing == obtainablethings::PHIX) {
            for (auto repeat = 0; repeat < repeatmax; ++repeat)
            {
                double o = 0.0;
                auto tic = std::chrono::high_resolution_clock::now();
                for (auto j = 0; j < N; ++j) {
                    if constexpr (itau == 0 && idelta == 0) {
                        o += tdx::get_Ar00(model, Ts[j], rhos[j], c);
                    }
                    else if constexpr (itau == 0 && idelta == 1) {
                        o += tdx::get_Ar01(model, Ts[j], rhos[j], c);
                        //o += tdx::get_Ar0n<1>(model, Ts[j], rhos[j], c)[1];
                    }
    
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                    else if constexpr (itau == 0 && idelta == 2) {
                        o += tdx::get_Ar02(model, Ts[j], rhos[j], c);
                    }
    
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                    else if constexpr (itau == 0 && idelta > 2) {
    
                        o += tdx::template get_Ar0n<idelta>(model, Ts[j], rhos[j], c)[idelta];
    
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                }
    
                auto toc = std::chrono::high_resolution_clock::now();
                double elap_us = std::chrono::duration<double>(toc - tic).count() / taus.size() * 1e6;
                double val = o / N;
                OneTiming result = { val, elap_us };
                out.emplace_back(result);
    
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            }
    
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        }
        return out;
    }
    
    
    template<int itau, int idelta, typename Taus, typename Deltas, typename TT, typename RHO, typename Model>
    
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    auto one_deriv(obtainablethings thing, Taus& taus, Deltas& deltas, const Model& model, const std::string &modelname, TT& Ts, RHO& rhos) {
    
    
        auto check_values = [](auto res) {
            Eigen::ArrayXd vals(res.size());
            for (auto i = 0; i < res.size(); ++i) { vals[i] = res[i].value; }
            if (std::abs(vals.maxCoeff() - vals.minCoeff()) > 1e-15 * std::abs(vals.minCoeff())) {
                throw std::invalid_argument("Didn't get the same value for all inputs");
            }
            return vals.mean();
        };
    
    
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        std::cout << "Ar_{" << itau << "," << idelta << "}" << std::endl;
    
    
        auto timingREFPROP = some_REFPROP(thing, itau, idelta, taus, deltas);
        auto timingteqp = some_teqp<itau, idelta>(thing, taus, deltas, model, Ts, rhos);
    
    
        std::cout << "Values:" << check_values(timingREFPROP) << ", " << check_values(timingteqp) << std::endl;
    
        auto N = timingREFPROP.size();
    
        std::vector<double> timesteqp, timesREFPROP, valsteqp, valsREFPROP;
    
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        for (auto i = 0; i < N; ++i) {
            timesteqp.push_back(timingteqp[i].sec_per_call);
            timesREFPROP.push_back(timingREFPROP[i].sec_per_call);
    
            valsteqp.push_back(timingteqp[i].value);
            valsREFPROP.push_back(timingREFPROP[i].value);
    
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        }
    
        for (auto i = 1; i < 6; ++i) {
            std::cout << timingteqp[N-i].sec_per_call << ", " << timingREFPROP[N-i].sec_per_call << std::endl;
        }
    
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        nlohmann::json j = {
            {"timeteqp",timesteqp},
            {"timeREFPROP",timesREFPROP},
    
            {"valteqp",valsteqp},
            {"valREFPROP",valsREFPROP},
    
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            {"model", modelname},
            {"itau", itau},
            {"idelta", idelta}
        };
        return j;
    
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    int main()
    {
        // You may need to change this path to suit your installation
        // Note: forward-slashes are recommended.
    
        std::string path = std::getenv("RPPREFIX");
    
        std::string DLL_name = "";
    
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        // Load the shared library and set up the fluid
        std::string err;
        bool loaded_REFPROP = load_REFPROP(err, path, DLL_name);
        printf("Loaded refprop: %s @ address %zu\n", loaded_REFPROP ? "true" : "false", REFPROP_address());
    
        if (!loaded_REFPROP) { return EXIT_FAILURE; }
    
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        SETPATHdll(const_cast<char*>(path.c_str()), 400);
    
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        int ierr = 0, nc = 1;
    
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        char herr[255], hfld[10000] = "PROPANE", hhmx[255] = "HMX.BNC", href[4] = "DEF";
    
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        SETUPdll(nc, hfld, hhmx, href, ierr, herr, 10000, 255, 3, 255);
    
        {
            char hflag[256] = "Cache                                                ";
            int jFlag = 3, kFlag = -1;
            FLAGSdll(hflag, jFlag, kFlag, ierr, herr, 255, 255);
            std::cout << kFlag << std::endl;
        }
    
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        if (ierr != 0) printf("This ierr: %d herr: %s\n", ierr, herr);
        {
    
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            auto model = build_multifluid_model({ "n-Propane" }, "../mycp", "../mycp/dev/mixtures/mixture_binary_pairs.json");
    
            double rhoc = 1/model.redfunc.vc[0];
            double Tc = model.redfunc.Tc[0];
    
            //
    
            std::default_random_engine re;
    
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            std::valarray<double> taus(10000);
    
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            {
    
                std::uniform_real_distribution<double> unif(2.0941098901098902, 2.1941098901098902);
                std::transform(std::begin(taus), std::end(taus), std::begin(taus), [&unif, &re](double x) { return unif(re); });
    
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            }
    
            std::valarray<double> deltas(taus.size()); {
                std::uniform_real_distribution<double> unif(0.0015981745536338204, 0.0016981745536338204);
                std::transform(std::begin(deltas), std::end(deltas), std::begin(deltas), [&unif, &re](double x) { return unif(re); });
    
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            }
    
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            auto Ts = Tc / taus;
            auto rhos = deltas * rhoc;
    
    
            obtainablethings thing = obtainablethings::PHIX;
    
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            nlohmann::json outputs = nlohmann::json::array();
    
            auto build_vdW = [](auto Ncomp) {
                std::valarray<double> Tc_K(Ncomp), pc_Pa(Ncomp);
                for (int i = 0; i < Ncomp; ++i) {
                    Tc_K[i] = 100.0 + 10.0 * i;
                    pc_Pa[i] = 1e6 + 0.1e6 * i;
                }
                return vdWEOS(Tc_K, pc_Pa);
            };
            auto vdW = build_vdW(1);
            outputs.push_back(one_deriv<0, 0>(thing, taus, deltas, vdW, "vdW", Ts, rhos));
            outputs.push_back(one_deriv<0, 1>(thing, taus, deltas, vdW, "vdW", Ts, rhos));
            outputs.push_back(one_deriv<0, 2>(thing, taus, deltas, vdW, "vdW", Ts, rhos));
            outputs.push_back(one_deriv<0, 3>(thing, taus, deltas, vdW, "vdW", Ts, rhos));
    
            auto build_PCSAFT = [](auto Ncomp) {
                SAFTCoeffs coeff;
                std::vector<SAFTCoeffs> coeffs(1);
                auto &c = coeffs[0];
                c.m = 2.0020;
                c.sigma_Angstrom = 3.6184;
                c.epsilon_over_k = 208.11;
                c.name = "propane";
                c.BibTeXKey = "Gross-IECR-2001";
                return PCSAFTMixture(coeffs);
            };
            auto SAFT = build_PCSAFT(1);
            outputs.push_back(one_deriv<0, 0>(thing, taus, deltas, SAFT, "PCSAFT", Ts, rhos));
            outputs.push_back(one_deriv<0, 1>(thing, taus, deltas, SAFT, "PCSAFT", Ts, rhos));
            outputs.push_back(one_deriv<0, 2>(thing, taus, deltas, SAFT, "PCSAFT", Ts, rhos));
            outputs.push_back(one_deriv<0, 3>(thing, taus, deltas, SAFT, "PCSAFT", Ts, rhos));
    
            outputs.push_back(one_deriv<0, 0>(thing, taus, deltas, model, "multifluid", Ts, rhos));
            outputs.push_back(one_deriv<0, 1>(thing, taus, deltas, model, "multifluid", Ts, rhos));
            outputs.push_back(one_deriv<0, 2>(thing, taus, deltas, model, "multifluid", Ts, rhos));
            outputs.push_back(one_deriv<0, 3>(thing, taus, deltas, model, "multifluid", Ts, rhos));
    
            std::ofstream file("Ar0n_timings.json");
            file << outputs;
    
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        }
        return EXIT_SUCCESS;
    }