Hi,I need to numerically evaluate an integral,for different values of a parameter,and store these in a vector.The integral is:
f(theta)=integral of(exp(-2x)*sin(2xsin(theta/2))dx, x running from 0 to 2 I am trying to attempt this with quad using the anonymous function approach.I coded it thus,
theta=0.01:0.1:2*pi-0.01; f=@(x,th)(exp(-0.5*x)*sin(x*2*sin((th)/2))); for i=1:length(theta) th=theta(i); born(i)=quad(@(x)f(x,th),0,2); end;
I cannot understand why I get the error
??? Error using ==> mtimesInner matrix dimensions must agree.Error in ==> @(x,th)(exp(-0.5*x)*sin(x*2*sin((th)/2)))Error in ==> @(x)f(x,th)Error in ==> quad at 77y = f(x, varargin{:});Error in ==> born_integral at 8 born(i)=quad(@(x)f(x,th),0,2);
Is there a way to make it work with quad or a similiar function ? (I'll try numerical integration algorithms as a last resort) Thanks in advance.
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