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% ¸´»¯ÐÁÆÕÉ­¹«Ê½3D
function s = simpson3D(fname,a,b,h1,c,d,h2,e,f,h3)
fe = simpson2D(fname,a,b,h1,c,d,h2,e);
ff = simpson2D(fname,a,b,h1,c,d,h2,f);
s = fe - ff;
x = e;
n = ceil((f-e)/h3);
for k=1:n
    x= x + h3/2;  s = s + 4* simpson2D(fname,a,b,h1,c,d,h2,x);
    x= x + h3/2;  s = s + 2* simpson2D(fname,a,b,h1,c,d,h2,x);
end
s = s * h3 / 6;
return;


% ¸´»¯ÐÁÆÕÉ­¹«Ê½2D
function s = simpson2D(fname,a,b,h1,c,d,h2,zi)
fc = simpson1D(fname,a,b,h1,c,zi);
fd = simpson1D(fname,a,b,h1,d,zi);
s = fc - fd;
x = c;
n = ceil((d-c)/h2);
for k = 1:n
    x= x + h2/2;    s = s + 4* simpson1D(fname,a,b,h1,x,zi);
    x= x + h2/2;    s = s + 2* simpson1D(fname,a,b,h1,x,zi);
end
s = s * h2 / 6;
return;


% ¸´»¯ÐÁÆÕÉ­¹«Ê½1D
function s = simpson1D(fname,a,b,h1,yi,zi)
%fnameΪ±»»ýº¯Êý£¬a,b·Ö±ðΪϽçºÍÉϽ磬h1²½³¤
fa = feval(fname,a,yi,zi);
fb = feval(fname,b,yi,zi);
s = fa - fb;
x = a;
n = ceil((b-a)/h1);
for k = 1: n
    x= x + h1/2;    s = s + 4* feval(fname,x,yi,zi);
    x= x + h1/2;    s = s + 2* feval(fname,x,yi,zi);
end
s = s * h1 / 6;
return;
2Â¥2021-07-13 11:42:09
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