Renaming
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@@ -61,8 +61,7 @@ void Solver::SolveExplicit(System& sys, double tstop) const {
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if (!node->IsBound()) {
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/* Tx = T_right - 2T_current + T_left / delta_x ^ 2 */
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/* Ty = T_upper - 2T_current + T_down / delta_y ^ 2*/
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/* T_new = delta_t * a * (delta_x + delta_y) + T_current
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(для удобства коээфициент a = 1) */
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/* T_new = delta_t * a * (delta_x + delta_y) + T_current */
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double tx = (node->r()->T() - 2 * node->T() + node->l()->T()) / pow(sys.step(), 2);
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double ty = (node->u()->T() - 2 * node->T() + node->d()->T()) / pow(sys.step(), 2);
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@@ -107,12 +106,12 @@ void Solver::SolveLine(System& sys, std::vector<Node*>& n) const {
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right[i] = -n[i + 1]->T() / delta;
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right.front() += -(2 * sys.a() * n.front()->T()) / (mu1 * (mu1 + 1) * pow(sys.step(), 2));
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right.back() += -(2 * sys.a() * n.back()->T()) / (mu2 * (mu2 + 1) * pow(sys.step(), 2));
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std::vector<double> tmps = ThomasMethod(_Temperature, right);
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for (int i = 0; i < tmps.size(); i++)
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n[i + 1]->SetT(tmps[i]);
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std::vector<double> tmp = ThomasMethod(_Temperature, right);
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for (int i = 0; i < tmp.size(); i++)
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n[i + 1]->SetT(tmp[i]);
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}
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/* Метод прогонки для численного решения СЛАУ */
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std::vector<double> Solver::ThomasMethod(std::vector<std::vector<double>>& A, std::vector<double>& b) const {
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int row = b.size() - 1;
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