/*************************************************************************** * Copyright (c) 2023 Ondsel, Inc. * * * * This file is part of OndselSolver. * * * * See LICENSE file for details about copyright. * ***************************************************************************/ #include "LinearMultiStepMethod.h" #include "FullColumn.h" using namespace MbD; FColDsptr MbD::LinearMultiStepMethod::derivativeatpresentpast(int n, double t, FColDsptr y, std::shared_ptr> ypast) { //"Interpolate or extrapolate." //"dfdt(t) = df0dt + d2f0dt2*(t - t0) + d3f0dt3*(t - t0)^2 / 2! + ..." auto answer = this->derivativepresentpast(n, y, ypast); if (t != time) { auto dt = t - time; auto dtpower = 1.0; for (int i = n + 1; i <= order; i++) { auto diydti = this->derivativepresentpast(i, y, ypast); dtpower = dtpower * dt; answer->equalSelfPlusFullColumntimes(diydti, dtpower * (OneOverFactorials->at((int)i - n))); } } return answer; } FColDsptr MbD::LinearMultiStepMethod::derivativepresentpast(int order, FColDsptr y, std::shared_ptr> ypast) { assert(false); return FColDsptr(); } double MbD::LinearMultiStepMethod::pvdotpv() { assert(false); return 0.0; } double MbD::LinearMultiStepMethod::firstPastTimeNode() { return timeNodes->at(0); } FColDsptr MbD::LinearMultiStepMethod::derivativepresentpastpresentDerivativepastDerivative(int n, FColDsptr y, std::shared_ptr> ypast, FColDsptr ydot, std::shared_ptr> ydotpast) { assert(false); return FColDsptr(); }