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- function C = spm_mesh_isoline(M, T, t)
- % Compute isolines on a triangular mesh
- % FORMAT C = spm_mesh_isoline(M, T, t)
- % M - a GIfTI object or patch structure
- % T - [vx1] data vector
- % t - isovalue [Default: 0]
- %
- % C - struct array of isolines with fields 'xdata', 'ydata', 'zdata' and
- % 'isopen'
- %__________________________________________________________________________
- %
- % M = gifti(fullfile(spm('Dir'),'canonical','cortex_20484.surf.gii'));
- % M = export(M,'patch');
- % M = spm_mesh_inflate(M);
- % T = randn(size(M.vertices,1),1);
- % T = spm_mesh_smooth(M,T,100);
- % H = spm_mesh_render('Disp',M);
- % H = spm_mesh_render('Overlay',H,T);
- % hold on
- % t = linspace(min(T),max(T),20);
- % for i=1:numel(t)
- % C = spm_mesh_isoline(M,T,t(i));
- % for j=1:numel(C)
- % plot3(C(j).xdata,C(j).ydata,C(j).zdata,'k-');
- % end
- % end
- %__________________________________________________________________________
- % Copyright (C) 2019 Wellcome Trust Centre for Neuroimaging
- % Guillaume Flandin
- % $Id: spm_mesh_isoline.m 7618 2019-06-17 12:29:46Z guillaume $
- if nargin < 3, t = 0; end
- C = spm_mesh_contour(M,struct('T',T,'t',t));
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