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maggie0211

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function dx=ax3(t,x)
dx=[x(2)
    -48.6*x(1)-1.26*x(2)+48.6*x(3)+21.6*sin(x(2))
    10*x(4)
    1.95*x(1)-1.95*x(3)-0.333*sin(x(1))
    x(6)+5.1734*(x(1)-x(5))-5.0069*(x(2)-x(6))
    -48.6*x(5)-1.26*x(6)+48.6*x(7)+21.6*sin(x(6))-4.3407*(x(1)-x(5))
    -4.1015*(x(2)-x(6))
    10*x(8)
    1.95*x(5)-1.95*x(7)-0.333*sin(x(5))+1.0759*(x(1)-x(5))+1.0166*(x(2)-x(6))]
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tspan=[0 10];
x0=[1 2 1 0 1 2 0 0.5]';
[t,x]=ode15s(@ax3,tspan,x0);
e1=x(:,1)-x(:,5);
e2=x(:,2)-x(:,6);
e3=x(:,3)-x(:,7);
e4=x(:,4)-x(:,8);
plot(t,x(:,1),'r*',t,x(:,5),'o')
xlabel('t')
legend('״̬Á¿x_{1}','״̬Á¿x_{1}µÄ¹À¼Æ')
figure
plot(t,e1)
xlabel('t');
ylabel('״̬Á¿x_{1}ÓëÆä¹À¼ÆÁ¿µÄÎó²îe_{1}')
figure
plot(t,x(:,2),'r*',t,x(:,6),'o')
xlabel('t')
legend('״̬Á¿x_{2}','״̬Á¿x_{2}µÄ¹À¼Æ')
figure
plot(t,e2)
xlabel('t')
ylabel('״̬Á¿x_{2}ÓëÆä¹À¼ÆÁ¿µÄÎó²îe_{2}')
figure
plot(t,x(:,3),'r*',t,x(:,7),'o')
xlabel('t')
legend('״̬Á¿x_{3}','״̬Á¿x_{3}µÄ¹À¼Æ')
figure
plot(t,e3)
xlabel('t');
ylabel('״̬Á¿x_{3}ÓëÆä¹À¼ÆÁ¿µÄÎó²îe_{3}')
figure
plot(t,x(:,4),'r*',t,x(:,8),'o')
xlabel('t')
legend('״̬Á¿x_{4}','״̬Á¿x_{4}µÄ¹À¼Æ')
figure
plot(t,e4)
xlabel('t');
ylabel('״̬Á¿x_{4}ÓëÆä¹À¼ÆÁ¿µÄÎó²îe_{4}')
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??? Error using ==> funfun\private\odearguments
Solving AX3 requires an initial condition vector of length 4.

Error in ==> ode15s at 228
[neq, tspan, ntspan, next, t0, tfinal, tdir, y0, f0, odeArgs, odeFcn, ...
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maggie0211

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Nonebull

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Autoyang

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function xprim= xprim1(t,x)

global a b c d e f q w r v s g

xprim =[(e*s+a)*x(1)+(e*g+b)*x(2)+q*0.3*sin(t)+w*0.1*cos(2*t);(f*s+c)*x(1)+(f*g+d)*x(2)+r*0.3*sin(t)+v*0.1*cos(2*t)];


clear;clc;

global a b c d e f q w r v s g

a = 0; b = 1; c = 4; d = 0;
e = 0; f = 1;
q = 1; w = 0; r = 0; v = 1;
s = 1; g = 3;

[t,x] = ode45('xprim1',[0 9],[0.4;0.2]);

plot(t,x)



³ö´í ode45 (line 113)
[neq, tspan, ntspan, next, t0, tfinal, tdir, y0, f0, odeArgs, odeFcn, ...

³ö´í event_trigger_ftb (line 10)
[t,x] = ode45('xprim1',[0 9],[0.4;0.2]);

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5Â¥2018-09-13 17:24:44
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