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U=1000;1 \4 ~7 A1 o& d" R' T3 W& O p
a=1e-6;1 ~' X" u7 K* s5 O5 x: Q$ q
b=1e-6;& X& E A; s! R. ?8 A2 B3 S
D=0.25;5 H2 ^ d3 A0 x" V
lamda=1.225e-9/sqrt(U*(1+0.9783e-6*U));
0 y* Q2 B/ [4 {A=pi*a/lamda*D;
. L2 X: b4 L" d7 }B=pi*(a+b)/lamda*D;
, s& B" U$ B, k. G# ^- ]hold on R- M/ m; W! V4 ~6 P7 P3 t5 d
for i=0:2004 f; c2 v( w. ?# `: k( N& {. z
x=5e-5*(2*rand-1);0 l/ G2 H7 J7 S5 }
y=4e-5*(2*rand-1);
: A" X: M; p4 {0 ZPw=(sin(A*x))^2*(cos(B*x))^2/(A*x)^2<=1;
5 n9 C/ C( Z$ w4 i, p+ v& hM=rand;
+ S) K: K5 @/ rif Pw>=M
9 n9 [# V1 U; q8 ]+ tplot(x,y,'.r','markersize',10)- T% A6 o# a, k. d, |$ @
end
: @& e" i6 i7 y8 m3 a4 Upause(.02)
9 }2 G/ ^( U6 l3 _! U, \# vend8 z2 d9 r# P( K; D- H
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