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huishujie

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n0=1;
a0=0*pi/180;
n1=3.1;
n2=3.6;
N=28;
Lamda=(700:1:900);
for i=1:length(Lamda)
    lamda=Lamda(i);
    d1=68.5;
    d2=59.02;
    a1=asin(n0*sin(a0)/n1);
    a2=asin(n1*sin(a1)/n2);
    a3=asin(n2*sin(a2)/n0);
    p1=2*pi*n1*d1*cos(a1)/lamda;
    p2=2*pi*n2*d2*cos(a2)/lamda;
    u0=4*pi*1e-7;
    e0=1e-9/(36*pi);
    b=sqrt(e0/u0);
    c1=b*n1*cos(a1);
    c2=b*n2*cos(a2);
    c0=b*n0*cos(a0);
    c00=b*n0*cos(a3);
    A1=cos(p1);B1=-i*sin(p1)/c1;C1=-i*c1*sin(p1);D1=cos(p1);
    M1=[A1 B1;C1 D1];
    A2=cos(p2);B2=-i*sin(p2)/c2;C2=-i*c2*sin(p2);D2=cos(p2);
    M2=[A2 B2;C2 D2];
    M=(M1*M2)^N;
    A=M(1,1);B=M(1,2);C=M(2,1);D=M(2,2);
    r=(A*c0+B*c0*c00-C-D*c00)/(A*c0+B*c0*c00+C+D*c00);
    t=(2*c0)/(A*c0+B*c0*c00+C+D*c00);
    R=r*conj(r);
    T=t*conj(t);
    R(i)=real(R);
end
figure;
plot(Lamda,R);
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huishujie: ½ð±Ò+10, ¡ïÓаïÖú 2019-08-14 09:54:34
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n0=1;
a0=0*pi/180;
n1=3.1;
n2=3.6;
N=2;
Lamda=700:5:900;
RR=zeros(1,length(Lamda));
for i=1:length(Lamda)
    lamda=Lamda(i);
    d1=68.5;
    d2=59.02;
    a1=asin(n0*sin(a0)/n1);
    a2=asin(n1*sin(a1)/n2);
    a3=asin(n2*sin(a2)/n0);
    p1=2*pi*n1*d1*cos(a1)/lamda;
    p2=2*pi*n2*d2*cos(a2)/lamda;
    u0=4*pi*1e-7;
    e0=1e-9/(36*pi);
    b=sqrt(e0/u0);
    c1=b*n1*cos(a1);
    c2=b*n2*cos(a2);
    c0=b*n0*cos(a0);
    c00=b*n0*cos(a3);
    A1=cos(p1);B1=-i*sin(p1)/c1;C1=-i*c1*sin(p1);D1=cos(p1);
    M1=[A1 B1;C1 D1];
    A2=cos(p2);B2=-i*sin(p2)/c2;C2=-i*c2*sin(p2);D2=cos(p2);
    M2=[A2 B2;C2 D2];
    M=(M1*M2)^N;
    A=M(1,1);B=M(1,2);C=M(2,1);D=M(2,2);
    r=(A*c0+B*c0*c00-C-D*c00)/(A*c0+B*c0*c00+C+D*c00);
    t=(2*c0)/(A*c0+B*c0*c00+C+D*c00);
    R=r*conj(r);
    T=t*conj(t);
    RR(i)=real(R);
end
figure;
plot(Lamda,RR);
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3Â¥2019-08-14 08:22:01
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plasmaSim

Ìú³æ (СÓÐÃûÆø)

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2Â¥2019-08-14 06:33:11
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huishujie

гæ (СÓÐÃûÆø)

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4Â¥2019-08-14 09:55:40
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plasmaSim

Ìú³æ (СÓÐÃûÆø)

ÒýÓûØÌû:
4Â¥: Originally posted by huishujie at 2019-08-14 09:55:40
¸Ðл¸Ðл£¬¿ÉÒÔËã³öÀ´ÁË£¬ºóÃæÓÐɶÎÊÌâ ÔÙÇë½ÌÀÏÐÖ£¡

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