Mercurial > repos > public > sbplib
diff +parametrization/old/triang_interp.m @ 248:81e0ead29431 feature/beams
Fixed package names in +parametrization
author | Jonatan Werpers <jonatan@werpers.com> |
---|---|
date | Mon, 05 Sep 2016 16:34:22 +0200 |
parents | 3a3cf386bb7e |
children |
line wrap: on
line diff
--- a/+parametrization/old/triang_interp.m Wed Aug 31 17:31:25 2016 +0200 +++ b/+parametrization/old/triang_interp.m Mon Sep 05 16:34:22 2016 +0200 @@ -13,9 +13,9 @@ o.A = g1(0); o.B = g2(0); o.C = g3(0); - o.Sa = grid.triang_interp.square_to_triangle_interp(g2,g3,g1); - o.Sb = grid.triang_interp.square_to_triangle_interp(g3,g1,g2); - o.Sc = grid.triang_interp.square_to_triangle_interp(g1,g2,g3); + o.Sa = parametrization.triang_interp.square_to_triangle_interp(g2,g3,g1); + o.Sb = parametrization.triang_interp.square_to_triangle_interp(g3,g1,g2); + o.Sc = parametrization.triang_interp.square_to_triangle_interp(g1,g2,g3); end @@ -30,17 +30,17 @@ ka = @(t)(o.g1(1-t)+o.g2(t))/2; - h = grid.plot_curve(ma); + h = parametrization.plot_curve(ma); h.Color = Color.blue; - h = grid.plot_curve(mb); + h = parametrization.plot_curve(mb); h.Color = Color.blue; - h = grid.plot_curve(mc); + h = parametrization.plot_curve(mc); h.Color = Color.blue; - h = grid.plot_curve(na); + h = parametrization.plot_curve(na); h.Color = Color.red; - h = grid.plot_curve(ka); + h = parametrization.plot_curve(ka); h.Color = Color.red; [a(1),a(2)] = ma(1/3); @@ -50,7 +50,7 @@ d = ka(1-1/3); - grid.label_pt(a,b,c,d); + parametrization.label_pt(a,b,c,d); % t = linspace(0,1,N); @@ -59,23 +59,23 @@ % sb = @(s)o.Sb(s,t(i)); % sc = @(s)o.Sc(s,t(i)); - % h = grid.plot_curve(sa); + % h = parametrization.plot_curve(sa); % h.Color = Color.blue; - % h = grid.plot_curve(sb); + % h = parametrization.plot_curve(sb); % h.Color = Color.blue; - % h = grid.plot_curve(sc); + % h = parametrization.plot_curve(sc); % h.Color = Color.blue; % end - h = grid.plot_curve(o.g1); + h = parametrization.plot_curve(o.g1); h.LineWidth = 2; h.Color = Color.red; - h = grid.plot_curve(o.g2); + h = parametrization.plot_curve(o.g2); h.LineWidth = 2; h.Color = Color.red; - h = grid.plot_curve(o.g3); + h = parametrization.plot_curve(o.g3); h.LineWidth = 2; h.Color = Color.red; @@ -90,8 +90,8 @@ % The collapsed side is mapped to the corner oposite to g1. % This is done such that for S(s,t), S(s,1) = g1(s) function S = square_to_triangle_interp(g1,g2,g3) - corner = grid.line_segment(g3(0),g3(0)); - S = grid.transfinite_interp(corner,g3,f(g1),f(g2)) + corner = parametrization.line_segment(g3(0),g3(0)); + S = parametrization.transfinite_interp(corner,g3,f(g1),f(g2)) % Function to flip a curve function h = f(g)