📄 fsm_eh.m
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function [ EH ] = FSM_EH( Lamda,u,KJ,d )%UNTITLED1 Summary of this function goes here% Detailed explanation goes heren1=1;n2=SiN(Lamda);ntmp=(n2.^2)./(n1.^2);%SetH(2.3,1);%[KJ,d]=LoadH();R=KJ.*sqrt(sqrt(3)./(2.*pi)); %外径r=d/2; %内径k0=2.*pi./Lamda;v=k0.*sqrt(n2.^2-n1.^2);%w=k0.*sqrt(n.^2-n1.^2);w=sqrt(v.^2-u.^2);%u=k0.*sqrt(n2.^2-n.^2);g1=besselj(0,r.*u).*bessely(1,R.*u)-bessely(0,r.*u).*besselj(1,R.*u);g2=besselj(1,r.*u).*bessely(1,R.*u)-bessely(1,r.*u).*besselj(1,R.*u);g=g1./(u.*r.*g2)-1./(u.*r).^2;f=(1./r.^4).*(1./u.^2+1./w.^2).*((n2./u).^2+(n1./w).^2);s1=besseli(2,w.*r)./besseli(1,w.*r)+1./(w.*r);s2=w.*r.*(1+ntmp).*g./2;s3=w.*r.*sqrt(((1-ntmp).*g./2).^2+f./n1.^2);EH=s1+s2+s3;
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