Mercurial > repos > public > sbplib
view +sbp/D1Upwind.m @ 1344:b4e5e45bd239 feature/D2_boundary_opt
Remove round off zeros from D2Nonequidistant operators
author | Vidar Stiernström <vidar.stiernstrom@it.uu.se> |
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date | Sat, 15 Oct 2022 15:48:20 +0200 |
parents | e1d11b6a68d8 |
children | 111fcbcff2e9 |
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classdef D1Upwind < sbp.OpSet properties Dp, Dm % SBP operator approximating first derivative H % Norm matrix HI % H^-1 e_l % Left boundary operator e_r % Right boundary operator m % Number of grid points. h % Step size x % grid borrowing % Struct with borrowing limits for different norm matrices end methods function obj = D1Upwind(m,lim,order) x_l = lim{1}; x_r = lim{2}; L = x_r-x_l; obj.h = L/(m-1); obj.x = linspace(x_l,x_r,m)'; switch order case 2 [obj.H, obj.HI, obj.Dp, obj.Dm, obj.e_l, obj.e_r] = ... sbp.implementations.d1_upwind_2(m,obj.h); case 3 [obj.H, obj.HI, obj.Dp, obj.Dm, obj.e_l, obj.e_r] = ... sbp.implementations.d1_upwind_3(m,obj.h); case 4 [obj.H, obj.HI, obj.Dp, obj.Dm, obj.e_l, obj.e_r] = ... sbp.implementations.d1_upwind_4(m,obj.h); case 5 [obj.H, obj.HI, obj.Dp, obj.Dm, obj.e_l, obj.e_r] = ... sbp.implementations.d1_upwind_5(m,obj.h); case 6 [obj.H, obj.HI, obj.Dp, obj.Dm, obj.e_l, obj.e_r] = ... sbp.implementations.d1_upwind_6(m,obj.h); case 7 [obj.H, obj.HI, obj.Dp, obj.Dm, obj.e_l, obj.e_r] = ... sbp.implementations.d1_upwind_7(m,obj.h); case 8 [obj.H, obj.HI, obj.Dp, obj.Dm, obj.e_l, obj.e_r] = ... sbp.implementations.d1_upwind_8(m,obj.h); case 9 [obj.H, obj.HI, obj.Dp, obj.Dm, obj.e_l, obj.e_r] = ... sbp.implementations.d1_upwind_9(m,obj.h); otherwise error('Invalid operator order %d.',order); end obj.m = m; obj.borrowing = []; end function str = string(obj) str = [class(obj) '_' num2str(obj.order)]; end end end