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x
syms x z q m t c
# Z8 J) H1 \( `6 `9 Y0 E8 dm=0.5;
& C1 g* ~" _* V }% LR=40;
. {0 `! m1 o6 v) \( |0 ?q=200;
S& P- }5 `- K& q2 C! Ve=1;f=1;
/ ]8 n, [- U: N A1 ]Z= []8 f8 d/ e8 i4 N6 `
for X=[-55:2:55];
4 ]3 [, |8 {$ H9 k8 d/ a0 }, s# x: v for Y=[-55:2:55] # a$ Y8 d, z- f. j/ e" I3 B
syms r y " q f$ D8 v: V7 U9 X( P# d' T
if ((X.*X)./3600+(Y.*Y)./400)<1;
" f+ V/ a3 w; p3 Z/ ?& D. k0 {( d4 H, E* }: v: e2 e
Z(e,f)=nan;
' P- T/ V8 w4 N- T' n
- {5 {- t* c1 p ^7 w# ^8 Kf=f+1;* J9 c$ J! w5 F& ^/ t6 P6 d3 f$ E
continue * X6 R' N& K9 }# w8 R
else$ I* m% j" Z* N$ v
a=X.*X- y. f. M( d: X# W
b=Y.*Y
+ s; v0 ~- Y; T5 g( M" ~
0 N: }: W$ U1 X6 B( q end2 G! {+ n' y1 J/ v6 ?
[r]=solve((a./(R.^2*(1./r+m.*r).^2)+b./(R.^2.*(1./r-m.*r).^2))==1,r);
' v% D: m, q* r9 E/ A' s/ s; b [y]=solve((a./(4.*R.^2.*m.*(cos(y)).^2)-b./(4.*R.^2.*m.*(sin(y)).^2))==1,y);; g9 g& W6 U Q7 {( _: N
! P% m# T0 Y4 x) Z V
y=vpa(y);+ S! y$ v3 `2 n" l
J=y(y>0);! x, X( m8 g \6 D! Y/ ^, T6 t
K=J(J<2*pi);
, Q& e) Z& C7 \+ c& ^! YL=K(imag(K)==0);
* V5 H* H6 `. l+ S: M
/ o1 m. G F* G; {; b! t% x+ q$ ?5 pr=vpa(r);
# u- R `% L2 y; U$ _' jG=r(r>0);3 n5 s9 D. o2 `; a! n" J( S5 I
H=G(G<1);
- o' \. E1 e) H3 r8 y. g1 Y3 |, xI=H(imag(H)==0);
$ W. K/ V+ y4 v' m; ~# n3 J: A- i4 K: \
$ f+ u# t8 ], H% }7 B7 o( o
" r% e4 A4 \. Vx=0.5*pi;
. q6 L6 A v" W, ~! u3 B6 {* o6 j, \ u# v( O$ U( B, B
A=q*real(((2.*exp(2.*i.*x)-m).*(I.*exp(i.*L)).^2-1)./(m.*(I.*exp(i.*L)).^2-1));8 l. Y3 l& Q) D3 s& C
B=((q*(m*I^4+(I*exp(i*L))^2)*(I*exp(i*L))^2)./(I^4*(m-(I*exp(i*L))^2./I^4)*(m*(I*exp(i*L))^2-1))*((2*exp(2*i*x)-m+m*(1+m*(I*exp(i*L))^2-2*exp(2*i*x)*(I*exp(i*L))^2)/(m*(I*exp(i*L))^2-1)))+q/(I^2*(m-(I*exp(i*L))^2/I^4))*(exp(-2*i*x)-((3*exp(2*i*x)*(I*exp(i*L))^2+m*exp(2*i*x)-m^2-1)*(I*exp(i*L))^2)/(m*(I*exp(i*L))^2-1)+((exp(2*i*x)*(I*exp(i*L))^2+m*exp(2*i*x)-m^2-1)*(I*exp(i*L))^4)*2*m/(m*(I*exp(i*L))^2-1)^2));7 r! s5 T% j0 b+ R" F
( C1 U6 }* `, J! J
O=B./((I.*exp(i.*L)).^2.*(R.*(m-1./(I.*exp(i.*L)).^2))).*(I.^2.*R.*(m-(I.*exp(i.*L)).^2./I.^4));
0 I, u( H9 K6 O
2 P/ A' b3 ]; p6 [D=(A+real(O))./2;
7 U1 i% I, J2 l9 ME=(A-real(O))./2;, F8 k3 E8 z I% i8 z- U; A
F=sqrt(D.^2+E.^2);6 \$ I- i" F% Z+ q: G9 A+ @5 \
Z(e,f)=E
3 B* l- U0 T8 U
: ~: J$ e9 }$ q, Q& pf=f+1;
# Z. }- L1 r: i( A" ^ end
# P( j. I5 C) R5 s4 Y/ K) r4 M2 V! G9 b/ \ e=e+1;
# J' {) n4 k: z' ?) ^1 |+ K f=1;* ^4 y' \7 |( w9 ]8 |' w
end
3 e+ S. x+ a, u2 ]/ ~; I[d]=[-55:2:55];: }$ C, z! `3 A7 @. l/ b
[c]=[-55:2:55];, `: j; M( @( ?! r" g( j
%idy =d.^2./3600+c.^2./400< 1;* C) j9 a7 F4 h4 n# Q3 D
%d(idy) = nan;
4 @0 H/ j" Z0 j$ i. [+ C%c(idy) = nan;2 _; M0 P4 U" d1 B
2 R! b0 X& V3 h2 c; k l+ s+ I
figure(3)
7 n9 T* P8 x% Y8 ysuRF(d,c,Z)" N7 v. J2 }+ B) p
%surf(d,c,Z)0 C9 |0 @/ n3 q6 h* ?+ M0 d E2 H
%view([0,1,0]);
# ]$ q9 O! l( X7 P; yshading interp; ' [5 R) U' [6 u. r& a: E! c
colorbar; 6 @2 z* B: W& U% l. D- U& X, y3 h. Q
%axis equal;6 J3 q/ c: v- [, E3 Y
这个函数运行后可以产生Z的矩阵值,但是surf不显示图像,但我将xy的范围定义在-45到45的时候会显示图像,请问是什么问题5 C( c; M! b/ J$ o: L& Q
^2 d- _- J) ]
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