Error using mtimes Inner matrix dimensions must agree !!

1 visualización (últimos 30 días)
smail dahmani
smail dahmani el 17 de Mayo de 2016
Respondida: Star Strider el 17 de Mayo de 2016
hi hope anyone can help me "Error using ==> mtimes Inner matrix dimensions must agree. Error in ==> Untitled at 28 y(t)=teta'*phi(:,t);" the code
  • clear all
  • close all
  • clc
  • N=1700;
  • i=1:N;
  • u(i)=sin(0.1*i)+sin(0.2*i)+sin(0.3*i)+sin(0.4*i)+sin(i)+sin(2*i)+sin(3*i)+sin(4*i);
  • % identification
  • %y(t)=-a1y(t-1)-b1y(t-2)+c1u(t-1)
  • a1=0.5;b1=0.45;c1=0.8;
  • teta0=zeros(N,3);
  • %teta0=zeros(3,3);
  • F(1)=0.01;
  • F=zeros(1,N);
  • %phi0=[0 0 0];
  • y0(1)=0;
  • a0=0;
  • b0=0;
  • c0=0;
  • y(1)=0;
  • y(2)=0;
  • y0(2)=0;
  • F(1)=0;
  • for t=3:N ;
  • phi(:,t)=[-y(t-1) -y(t-2) u(t-1)];
  • phi0(:,t)=[y0(t-1) -y0(t-2) u(t-1)]';
  • teta=[a1 b1 c1];
  • y(t)=teta'*phi(:,t);
  • y0(t)=teta0(t-1,:)'*phi(:,t);
  • e(t)=y(t)-y0(t);
  • teta0(t,:)=teta0(t-1,:)+(F(t-1)*phi(:,t)*e(t))'/(1+phi(:,t)'*F(t-1)*phi(:,t));
  • F(t)=F(t-1)-((F(t-1)*phi(:,t-1)*phi(:,t-1)'*F(t-1))/(1+phi(:,t-1)'*F(t-1)*phi(:,t-1)'));
  • end ;
  • teta0(N,:)
  2 comentarios
Star Strider
Star Strider el 17 de Mayo de 2016
Norton Antivirus identifies your upload site as a know dangerouw website, and blocks it.
Use the brown-framed green landscape picture icon instead to upload it here.
the cyclist
the cyclist el 17 de Mayo de 2016
Also, please upload code, not a screenshot of code (which we cannot copy & paste and run if we want to).

Iniciar sesión para comentar.

Respuestas (2)

Elias Gule
Elias Gule el 17 de Mayo de 2016
Are you doing elementwise multiplication? If so, then replace the '*' operator with '.*' operator, Such that
phi0(:,t)=[y0(t-1) -y0(t-2)*u(t-1)]';
changes to
phi0(:,t)=[y0(t-1) -y0(t-2).*u(t-1)]';

Star Strider
Star Strider el 17 de Mayo de 2016
You had several errors that I discovered. Changing lines 28, 29 and 32 to:
y(t)=teta*phi(:,t);
y0(t)=teta0(t-1,:)*phi(:,t);
. . .
F(t)=F(t-1)-((F(t-1)*phi(:,t-1)'*phi(:,t-1)*F(t-1))/(1+phi(:,t-1)'*F(t-1)*phi(:,t-1)));
will do the matrix calculations without throwing any errors, and producing scalar results, as your scalar assignments require.
I leave it to you to determine if it gives the correct results.

Categorías

Más información sobre Matrix Indexing en Help Center y File Exchange.

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Translated by