📄 snd_dis.m
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function [li2v]=Snd_dis(stress,a,x,jint,R);%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% The stress at a distance R (e.g. rs0/J=2) from the crack tip diviede% by the yield stress is calculated in this routine, if the stress-field% gets beyound R, the results are sat to 0.0 in order to keep the rows% in the matrice same length.%% INPUT :% stress = stress matrice % a = crack length% x = x coordinates% jint = J integral% R = for a value of r*s_/J=2;%% OUTPUT : % li2v = linear interpolation of the stresses at a distance R. [n,m]=size(stress);m=length(jint);for i=1:m, for j=1:n, yp(j)=stress(j,i)/s0; xp(j)=x(j)*s0/jint(i); end; q=1; for t=2:n; if (xp(t) > R) & q==1 q=2; li2v(i)=yp(t)-((yp(t)-yp(t-1))/(xp(t)-xp(t-1)))*(xp(t)-R); elseif (t==n-1) & (q==1) 'Warning: fitting: did not get to r/(J/S_0)=2, replaced by 0.0' q=2; li2v(i)=0.0; end; end;end;
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