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是根据这篇论文编的matlab代码。 rZ|!y ~S|
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clear; /^m3?q[a
H=20; YH:murJMZ
a=100; 'Q^P#<<
itheta=0; i*T>,z
i=1; )[w_LHKI
for theta=0:0.0001:pi/2 K}r@O"6*\
if abs(integral(@(y)cos(y),itheta(i),theta)-1/a)<=0.00005 +2ZBj6 e9
itheta(i+1)=theta; I^CKq?V?:
i=i+1; rA"><pH
end B. J_(V+
end !oJ226>WI
R=30; v0d<P2ix
r=0; p^E}%0#
for i=1:a ",qcqG(
r(i+1)=sqrt(R^2/a+r(i)^2); bG'"l qn
end 0Rme}&$
I(:,1)=sin(itheta); 8,5H^Bi
I(:,2)=cos(itheta); w
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N=[0,1]; .y)Y20=o!
P=[0,5]; M)<4|x
O=[0,1]; ]tu:V,q
n=1.5896; MPn
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for i=1:a; 'K"7Tex
P(i+1,1)=( N(i,1)*P(i,1) + N(i,2)*P(i,2) ) / ( N(i,1) + N(i,2)*I(i+1,2)/I(i+1,1) ); GC<zL}
P(i+1,2)= P(i+1,1) * I(i+1,2) / I(i+1,1); !,I530eh7
O(i+1,1)=( r(i) - P(i+1,1) ) / sqrt( (r(i)-P(i+1,1))^2 + (H-P(i+1,2))^2); N9[2k.oBH
O(i+1,2)=(H-P(i+1,2)) / sqrt( (r(i)-P(i+1,1))^2 + (H-P(i+1,2))^2 ); tW=,o&C=
N(i+1,=( O(i+1, - n*I(i+1,) / sqrt( 1 + n^2 - 2*n*dot(O(i+1,,I(i+1,) ); KBb{Z;%
end ITq$8
P(:,3)=0; hv6w=?7
plot(P(:,1),P(:,2)); B!z-O*fLE1
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