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gfunbasic.m
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function [ G, grad_g ] = gfunbasic(lsf,x,grad_flag,probdata,analysisopt,gfundata)
% The limit-state function is defined by means of an analytical expression or a Matlab m-function,
% using gfundata(lsf).expression.
% This function is called by gfun.m and evaluates gfundata(lsf).expression.
xname = probdata.name;
nx = size(x,2);
nrv = size(x,1);
if isfield(gfundata(lsf),'thetag')
thetagname = gfundata(lsf).thetagname;
thetag = gfundata(lsf).thetag;
nthetag = size(gfundata(lsf).thetag,2);
nthetagv = size(gfundata(lsf).thetag,1);
else
nthetag = 0;
end
if isfield(gfundata(lsf),'cg')
cgname = gfundata(lsf).cgname;
cg = gfundata(lsf).cg;
ncg = size(cg,2);
ncgv = size(cg,1);
else
ncg = 0;
end
expression = gfundata(lsf).expression;
if grad_flag == 'yes'
gradient_expression = gfundata(lsf).dgdq;
end
if nx > 1
xc = num2cell(x,2);
eval(sprintf('[ %s ] = deal(xc{:});',[ char(xname)'; blanks(nrv)]));
if isfield(gfundata(lsf),'thetag')
thetagc = num2cell(thetag');
eval(sprintf('[ %s ] = deal(thetagc{:});',[ char(thetagname)'; blanks(nthetagv)]));
end
if isfield(gfundata(lsf),'cg')
cgc = num2cell(cg');
eval(sprintf('[ %s ] = deal(cgc{:});',[ char(cgname)'; blanks(ncgv)]));
end
G = eval(expression);
grad_g = 0;
elseif nthetag > 1
G = zeros(1,nthetag);
xc = num2cell(x');
eval(sprintf('[ %s ] = deal(xc{:});',[ char(xname)'; blanks(nrv)]));
if isfield(gfundata(lsf),'cg')
cgc = num2cell(cg');
eval(sprintf('[ %s ] = deal(cgc{:});',[ char(cgname)'; blanks(ncgv)]));
end
for i = 1:nthetag
thetagic = num2cell(thetag(:,i)');
eval(sprintf('[ %s ] = deal(thetagic{:});',[ char(thetagname)'; blanks(nthetagv)]));
G(i) = eval(expression);
end
grad_g = 0;
else
xc = num2cell(x');
eval(sprintf('[ %s ] = deal(xc{:});',[ char(xname)'; blanks(nrv)]));
if isfield(gfundata(lsf),'thetag')
thetagc = num2cell(thetag');
eval(sprintf('[ %s ] = deal(thetagc{:});',[ char(thetagname)'; blanks(nthetagv)]));
end
if isfield(gfundata(lsf),'cg')
cgc = num2cell(cg');
eval(sprintf('[ %s ] = deal(cgc{:});',[ char(cgname)'; blanks(ncgv)]));
end
G = eval(expression);
if grad_flag == 'yes'
grad_g = zeros(nrv,1);
for i = 1:nrv
grad_g(i) = eval(gradient_expression{i});
end
else
grad_g = 0;
end
end