📄 electrlen.m
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function int=electrlen(g);
%electrlen Computes the length of the electrode in the case of isoparametric (quadratic) triangular element
% Function int=electrlen(g) computes the length of the electrode in the case of isoparametric triangular element
% The electrode is the curve defined by the coordinates in g.
%
% INPUT
%
% g = global coordinates of the integration curve
%
% OUTPUT
%
% int = value of the integral
w=[1/2,1/2];
ip=[1/2-1/6*sqrt(3),1/2+1/6*sqrt(3)];
int=0;
for ii=1:2
dJt=sqrt((g(1,1)*(4*ip(ii)-3)+g(2,1)*(4-8*ip(ii))+g(3,1)*(4*ip(ii)-1))^2+ ...
(g(1,2)*(4*ip(ii)-3)+g(2,2)*(4-8*ip(ii))+g(3,2)*(4*ip(ii)-1))^2);
int=int+w(ii)*dJt;
end
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