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Diffstat (limited to 'graphics/epix/plots.h')
-rw-r--r-- | graphics/epix/plots.h | 206 |
1 files changed, 0 insertions, 206 deletions
diff --git a/graphics/epix/plots.h b/graphics/epix/plots.h deleted file mode 100644 index 05069c838b..0000000000 --- a/graphics/epix/plots.h +++ /dev/null @@ -1,206 +0,0 @@ -/* - * plots.h -- parametrized plotting algorithms - * - * This file is part of ePiX, a C++ library for creating high-quality - * figures in LaTeX - * - * Andrew D. Hwang <rot 13 nujnat at zngupf dot ubylpebff dot rqh> - * - * Version 1.0.23 - * Last Change: January 13, 2007 - */ - -/* - * Copyright (C) 2001, 2002, 2003, 2004, 2005, 2006, 2007 - * Andrew D. Hwang <rot 13 nujnat at zngupf dot ubylpebff dot rqh> - * Department of Mathematics and Computer Science - * College of the Holy Cross - * Worcester, MA, 01610-2395, USA - */ - -/* - * ePiX is free software; you can redistribute it and/or modify it - * under the terms of the GNU General Public License as published by - * the Free Software Foundation; either version 2 of the License, or - * (at your option) any later version. - * - * ePiX is distributed in the hope that it will be useful, but WITHOUT - * ANY WARRANTY; without even the implied warranty of MERCHANTABILITY - * or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public - * License for more details. - * - * You should have received a copy of the GNU General Public License - * along with ePiX; if not, write to the Free Software Foundation, Inc., - * 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA - */ -#ifndef EPIX_PLOTS -#define EPIX_PLOTS - -#include "enums.h" - -namespace ePiX { - - class domain; - class domain_list; - class Deriv; - class Integral; - class P; - - //// paths //// - // f:R -> R^3 - void plot (P f(double), double t_min, double t_max, unsigned int n); - - // f:R -> R x R x R - void plot (double f1(double), double f2(double), double f3(double), - double t_min, double t_max, unsigned int n); - - // f:R -> R - void plot (double f(double), double t_min, double t_max, unsigned int n); - void plot (const Deriv&, double t_min, double t_max, unsigned int n); - void plot (const Integral&, double t_min, double t_max, unsigned int n); - - // f: R -> R x R - void plot (double f1(double), double f2(double), - double t_min, double t_max, unsigned int n); - - void polarplot (double f(double), double t_min, double t_max, unsigned int); - - //// surfaces //// - // f:R^2 -> R x R x R - void plot(double f1(double u1, double u2), - double f2(double u1, double u2), - double f3(double u1, double u2), - const P& min, const P& max, const mesh& coarse, const mesh& fine); - - void plot(double f1(double u1, double u2), - double f2(double u1, double u2), - double f3(double u1, double u2), - const domain& R); - - // f:R^2 -> R - void plot(double f(double u1, double u2), - const P& p1, const P& p2, const mesh& coarse, const mesh& fine); - - // f:R^2 -> R^3 - void plot(P f(double, double), const domain&); - void plot(P f(double, double), const domain_list&); - - // f:R^3 -> R^3 - void plot(P f(double, double, double), const domain&); - void plot(P f(double, double, double), const domain_list&); - - - // Derivatives and integrals - void plot_deriv(double f(double), double a, double b, unsigned int n); - - void plot_int(double f(double), double a, double b, unsigned int n); - - void plot_int(double f(double), double x0, double a, double b, unsigned int); - - void tan_line(double f1(double), double f2(double), double t0); - void tan_line(double f(double), double t0); - void tan_line(P f(double), double t0); - - void envelope(double f1(double), double f2(double), - double, double, unsigned int); - void envelope(double f(double), double, double, unsigned int); - void envelope(P f(double), double, double, unsigned int); - - void tan_field(double f1(double), double f2(double), double, double, - unsigned int); - void tan_field(P f(double), double, double, unsigned int); - - - // Slope, dart, and vector fields - // For slope and dart fields, the optional scale argument affects the - // (constant) drawn length of field elements. For vector fields, elements - // are drawn at true length, and "scale" affects the arrowhead size. - - // planar fields - void slope_field(P F(double, double), const P& p, const P& q, - unsigned int, unsigned int, double scale=1.0); - void dart_field(P F(double, double), const P& p, const P& q, - unsigned int, unsigned int, double scale=1.0); - void vector_field(P F(double, double), const P& p, const P& q, - unsigned int, unsigned int, double scale=1.0); - - void slope_field(P F(double, double), const domain& R, - double scale=1.0); - void dart_field(P F(double, double), const domain& R, - double scale=1.0); - void vector_field(P F(double, double), const domain& R, - double scale=1.0); - - // spatial fields - void slope_field(P F(double, double, double), const P&, const P&, - unsigned int, unsigned int, double scale=1.0); - void dart_field(P F(double, double, double), const P&, const P&, - unsigned int, unsigned int, double scale=1.0); - void vector_field(P F(double, double, double), const P&, const P&, - unsigned int, unsigned int, double scale=1.0); - - // spatial fields over a (3-D) domain - void slope_field(P F(double, double, double), const domain&, - double scale=1.0); - void dart_field(P F(double, double, double), const domain&, - double scale=1.0); - void vector_field(P F(double, double, double), const domain&, - double scale=1.0); - - - // Solutions of ODE systems - - // start at time 0 - void ode_plot (P F(double, double), - const P& start, double t_max, unsigned int); - - void ode_plot (P F(double, double, double), - const P& start, double t_max, unsigned int); - - // arbitrary start time - void ode_plot (P F(double, double), - const P& start, double t_min, double t_max, unsigned int); - - void ode_plot (P F(double, double, double), - const P& start, double t_min, double t_max, unsigned int); - - // flow x0 under field for specified time - P flow (P F(double, double), const P& start, double t_max, unsigned int n=0); - P flow (P F(double, double, double), - const P& start, double t_max, unsigned int n = 0); - - void riemann_sum(double f(double), double a, double b, - unsigned int n, epix_integral_type TYPE); - - - // Jay Belanger's shaded plot functions -- December 1, 2002 - void shadeplot(double f1(double), double f2(double), double, double, - unsigned int); - void shadeplot(double f(double), double t_min, double t_max, unsigned int); - - void blackplot(double f1(double), double f2(double), - double t_min, double t_max, unsigned int); - - void blackplot(double f(double), double t_min, double t_max, unsigned int); - - void whiteplot(double f1(double), double f2(double), - double t_min, double t_max, unsigned int); - - void whiteplot(double f(double), double t_min, double t_max, unsigned int); - - - // wiremesh surface plotting - void plot(P Phi(double, double), - const P&, const P&, const mesh& N, const mesh& num_pts); - - /* - void clipplot(P Phi(double, double), - const P&, const P&, const mesh& N, const mesh& num_pts); - - void cropplot(P Phi(double, double), - const P&, const P&, const mesh& N, const mesh& num_pts); - */ - -} // end of namespace - -#endif /* EPIX_PLOTS */ |