|
|
EDA365欢迎您登录!
您需要 登录 才可以下载或查看,没有帐号?注册
x
计算二重积分的时候,结果就是一个式子,不是积分值,这是为什么呢?求教) a0 c7 Y- H' B6 ~& {6 G
, n: H) I. Q9 ]7 i8 [% h, d" R
代码如下:
v3 `$ f; b$ R2 W3 |& @+ [: D, D8 \$ i0 a
clear all
w* B6 z3 p6 B' Dclose all
4 X) g0 Y5 Z& W5 f6 H2 h6 o& l' l3 R, {clc8 C% z1 B( p+ H6 _
syms x y' D% J* o% L4 W7 \9 c; W0 W; \' k
omega=1;2 z o: b( W+ K
mu=0.001;) q7 D$ {8 P0 X/ P R
alpha=0.13;
% T$ a( W, `* [beta=0.0031;
+ [$ P1 i9 R4 S. p. pu=0.001;v=-0.02; 6 I; O6 n" s) ~& q
tau=2.2;tau1=1.5;D=0.11;
6 w+ ^8 C' Z: A3 J4 Ftau01=1.42;tau02=1.5;tau03=1.56;tau04=1.9;
7 L5 y; i$ E% W7 m& h- T9 v% Eomega2=1-u*cos(omega*tau)-v*omega*sin(omega*tau01);# ~; f; x- W1 Y) S0 n7 Q" C
eta=1+(1/mu)*(-(u/omega)*sin(omega*tau)+v*cos(omega*tau01));
5 y% k$ g) w0 i" T. wK=D/(omega2.*(1+omega2.*(tau1.^2)));4 d2 @+ V E; x k5 g
f1=(1./(omega2.*K)).*exp(-(mu./(1536.*K)).*(15.*beta.*(x.^2+y.^2./omega2).^4-32.*alpha.*(x.^2+y.^2./omega2).^3+96.*(x.^2+y.^2./omega2).^2-768.*eta.*(x.^2+y.^2./omega2)));& X$ L' K1 o( p
F1=int(int(f1,x,0,10),y,-10,10)
. \1 c% s4 f5 u4 @" L# T- R9 w* k* I4 f# t+ o, n4 b
0 R# [* F; Y: ?) D: W
1 t6 P9 L2 Q0 g; Q7 w! o% x1 X- J结果:$ U7 `: d% M1 J% }/ m/ Y
F1=! M5 B4 @" k- c2 G5 L( `
int(int((1029484437153*exp((76368780973521777*(x^2 + (2251799813685248*y^2)/2297649917499219)^3)/922337203685477580800 - (17623564840043487*(x^2 + (2251799813685248*y^2)/2297649917499219)^2)/9223372036854775808 - (546330510041348097*(x^2 + (2251799813685248*y^2)/2297649917499219)^4)/590295810358705651712000 - (3488543873076974433998624506509*x^2)/81129638414606681695789005144064 - (1162847957692324811332874835503*y^2)/27593854166072889506733609713664))/34359738368, x, 0, 10), y, -10, 10)# n& {: R0 P# ~; z
8 d9 M% t2 ]& x( A3 Y7 V
1 o( m1 T2 A7 x3 H% l: D" G5 q$ R |
|