Mercurial > repos > public > sbplib
comparison +grid/boundaryoptimized.m @ 1296:2853b655c172 feature/boundary_optimized_grids
Fix typos in comments
author | Vidar Stiernström <vidar.stiernstrom@it.uu.se> |
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date | Tue, 07 Jul 2020 16:00:24 +0200 |
parents | 2fd2e2337b77 |
children |
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1290:b0208b130880 | 1296:2853b655c172 |
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1 % Creates a cartesian grid of dimension length(m) | 1 % Creates a Cartesian grid of dimension length(m) |
2 % over the doman xlim, ylim, ... | 2 % over the domain xlim, ylim, ... |
3 % The grid is non-equidistant in the boundary regions, | 3 % The grid is non-equidistant in the boundary regions, |
4 % with node node placement based of boundary-optimized SBP operators. | 4 % with node placement based on boundary-optimized SBP operators. |
5 % Examples: | 5 % Examples: |
6 % g = grid.boundaryoptimized([mx, my], xlim, ylim, order, opt) | 6 % g = grid.boundaryoptimized([mx, my], xlim, ylim, order, opt) |
7 % g = grid.boundaryoptimized([10, 15], {0,1}, {0,2}, 4) - defaults to 'accurate' stencils | 7 % g = grid.boundaryoptimized([10, 15], {0,1}, {0,2}, 4) - defaults to 'accurate' stencils |
8 % g = grid.boundaryoptimized([10, 15], {0,1}, {0,2}, 4, 'minimal') | 8 % g = grid.boundaryoptimized([10, 15], {0,1}, {0,2}, 4, 'minimal') |
9 function g = boundaryoptimized(m, varargin) | 9 function g = boundaryoptimized(m, varargin) |
10 n = length(m); | 10 n = length(m); |
11 | 11 |
12 % Check that parameters matches dimensions | 12 % Check that parameters matches dimensions |
13 matchingParams = false; | 13 matchingParams = false; |
14 if length(varargin) == n+1 % Minimal number of arguments | 14 if length(varargin) == n+1 % Minimal number of arguments |
15 matchingParams = iscell([varargin{1:n}]) && ... | 15 matchingParams = iscell([varargin{1:n}]) && ... |
16 isfloat([varargin{n+1}]); | 16 isfloat([varargin{n+1}]); |
17 elseif length(varargin) == n+2 % Stencil options supplied | 17 elseif length(varargin) == n+2 % Stencil options supplied |
18 matchingParams = iscell([varargin{1:n}]) && ... | 18 matchingParams = iscell([varargin{1:n}]) && ... |
19 isfloat([varargin{n+1}]) && ... | 19 isfloat([varargin{n+1}]) && ... |
20 ischar([varargin{n+2}]); | 20 ischar([varargin{n+2}]); |
21 end | 21 end |
22 assert(matchingParams,'grid:boundaryoptimized:NonMatchingParameters','The number of parameters per dimensions do not match.'); | 22 assert(matchingParams,'grid:boundaryoptimized:NonMatchingParameters','The number of parameters per dimensions do not match.'); |
23 | 23 |
24 % Check that stencil options are passed correctly (if supplied) | 24 % Check that stencil options are passed correctly (if supplied) |
25 if length(varargin) == n+2 % Stencil options supplied | 25 if length(varargin) == n+2 % Stencil options supplied |
26 availabe_opts = ["Accurate","accurate","A","Minimal","minimal","M"]; | 26 availabe_opts = ["Accurate","accurate","A","Minimal","minimal","M"]; |
27 assert(any(varargin{n+2} == availabe_opts), ... | 27 assert(any(varargin{n+2} == availabe_opts), ... |
28 'grid:boundaryoptimized:InvalidOption',"The operator option must be 'accurate' or 'minimal.'"); | 28 'grid:boundaryoptimized:InvalidOption',"The operator option must be 'accurate' or 'minimal.'"); |
29 else %If not passed, populate varargin with default option 'accurate' | 29 else %If not passed, populate varargin with default option 'accurate' |
30 varargin(n+2) = {'accurate'}; | 30 varargin(n+2) = {'accurate'}; |
31 end | 31 end |
32 | 32 |
33 % Specify generating function | 33 % Specify generating function |
34 switch varargin{n+2} | 34 switch varargin{n+2} |
35 case {'Accurate','accurate','A'} | 35 case {'Accurate','accurate','A'} |
36 gridgenerator = @sbp.util.accurateBoundaryOptimizedGrid; | 36 gridgenerator = @sbp.util.accurateBoundaryOptimizedGrid; |
37 case {'Minimal','minimal','M'} | 37 case {'Minimal','minimal','M'} |