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how do I find FOS by Bishop method in terms of varying Cohesion ,Gama and Phi value??
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i want to find FOs eqn having cohesion ,gama and phi value as variable.
i wrote this code.
upo = sum((p.*l) + (W.*cost*tanp) - (u.*l*tanp));
downo = sum(W.*sint);
FSo = upo./downo; %%for initial guess%%
FSt = 1.2*FSo; %%to maintain thelogic in while loop%%
tol=0.001;
while abs(FSt-FSo)>tol
FSo = FSt;
Nu = W +(T.*sina)-(((p.*l.*sint) - (u.*l.*tanp.*sint))./FSo);
Nb = cost + (tanp.*sint)./FSo;
N = Nu./Nb;
up = sum((p*l*R) + (N.*tanp*R) - (u.*l*tanp*R))+((FSo.*T*(R.*cosaw)));
down = sum(W.*xavg);
FSt = up./down %FOS after reinforcement%%
end
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