?? fejacob3.m
字號(hào):
function [jacob3]=fejacob3(nnel,dhdr,dhds,dhdt,xcoord,ycoord,zcoord)
%------------------------------------------------------------------------
% Purpose:
% determine the Jacobian for three-dimensional mapping
%
% Synopsis:
% [jacob3]=fejacob3(nnel,dhdr,dhds,dhdt,xcoord,ycoord,zcoord)
%
% Variable Description:
% jacob3 - Jacobian for one-dimension
% nnel - number of nodes per element
% dhdr - derivative of shape functions w.r.t. natural coordinate r
% dhds - derivative of shape functions w.r.t. natural coordinate s
% dhdt - derivative of shape functions w.r.t. natural coordinate t
% xcoord - x axis coordinate values of nodes
% ycoord - y axis coordinate values of nodes
% zcoord - z axis coordinate values of nodes
%------------------------------------------------------------------------
jacob3=zeros(3,3);
for i=1:nnel
jacob3(1,1)=jacob3(1,1)+dhdr(i)*xcoord(i);
jacob3(1,2)=jacob3(1,2)+dhdr(i)*ycoord(i);
jacob3(1,3)=jacob3(1,3)+dhdr(i)*zcoord(i);
jacob3(2,1)=jacob3(2,1)+dhds(i)*xcoord(i);
jacob3(2,2)=jacob3(2,2)+dhds(i)*ycoord(i);
jacob3(2,3)=jacob3(2,3)+dhds(i)*zcoord(i);
jacob3(3,1)=jacob3(3,1)+dhdt(i)*xcoord(i);
jacob3(3,2)=jacob3(3,2)+dhdt(i)*ycoord(i);
jacob3(3,3)=jacob3(3,3)+dhdt(i)*zcoord(i);
end
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