Hhow to enhance smoothness of graph?

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shiv gaur 2022-1-23

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此问题的直接链接

https://ww2.mathworks.cn/matlabcentral/answers/1634395-hhow-to-enhance-smoothness-of-graph

评论： shiv gaur 2022-1-23

1.pdf

function metal1
T2=1e-9:1e-10:1e-6;
for j=1:numel(T2)
    
    t2 = T2(j);
    p0 = 0.5;
    p1 = 1;
    p2 = 1.5;
    TOL = 10^-8;
    N0 = 100; format long
    h1 = p1 - p0;
    h2 = p2 - p1;
    DELTA1 = (f(p1,t2) - f(p0,t2))/h1;
    DELTA2 = (f(p2,t2) - f(p1,t2))/h2;
    d = (DELTA2 - DELTA1)/(h2 + h1);
    i=3;
    while i <= N0
        
        b = DELTA2 + h2*d;
        D = (b^2 - 4*f(p2,t2)*d)^(1/2);
        
        if abs(b-D) < abs(b+D)
            E = b + D;
        else
            E = b - D;
        end
        
        h = -2*f(p2,t2)/E;
        p = p2 + h;
        
        if abs(h) < TOL     
            %disp(p)
            break
        end
        
        p0 = p1;
        p1 = p2;
        p2 = p;
        h1 = p1 - p0;
        h2 = p2 - p1;
        DELTA1 = (f(p1,t2) - f(p0,t2))/h1;
        DELTA2 = (f(p2,t2) - f(p1,t2))/h2;
        d = (DELTA2 - DELTA1)/(h2 + h1);
        i=i+1;
        
    end
    
    if i > N0
        
        formatSpec = string('The method failed after N0 iterations,N0= %d ');
        fprintf(formatSpec,N0);
    end
    P(j)=abs(imag(p)*8.57e5);
    % P(j)=real((p));
end
plot(T2,P)
end
%--------------------------------------------------------------------------------
function  y=f(x,t2)
%t2=1e-9;
k0=(2*pi/0.6328)*1e6;
n1=1.521;
%n2=2.66;
n2=4.1-1i*0.211;
ns=1.512;
%n2=1.2-1i*7;
nc=1;
k1=k0*sqrt(n1.^2-x.^2);
k2=k0*sqrt(n2.^2-x.^2);
t1=2e-6;
m11= cos(t1*k1)*cos(t2*k2)-(k2/k1)*sin(t1*k1)*sin(t2*k2);
m12=(1/k2)*(cos(t1*k1)*sin(t2*k2)*1i) +(1/k1)*(cos(t2*k2)*sin(t1*k1)*1i);
m21= (k1)*cos(t2*k2)*sin(t1*k1)*1i +(k2)*cos(t1*k1)*sin(t2*k2)*1i;
m22=cos(t1*k1)*cos(t2*k2)-(k1/k2)*sin(t1*k1)*sin(t2*k2);
%gs=(x.^2-ns.^2)*k0.^2;
%gc= (x.^2-nc.^2)*k0.^2;
gs=k0*sqrt(x.^2-ns.^2);
gc=k0*sqrt(x.^2-nc.^2);
y= 1i*(gs*m11+gc*m22)-m21+gc*gs*m12 ;
end