Conversion to double from function_handle is not possible.

Cold someone help me with this. I'm trying to solve multiple ode s simultaneously. It says "Conversion to double from function_handle is not possible."
Here's the code
clc
clear all
[t,xa] = ode15s(@f,[0 80*3600],zeros(2499,1));
function dydt3 = f(t,x)
cpo=1e-7;
d=1.3;
p=5.7e-3;
dx=65/100;
dcdt=zeros(50,50);
for i=2:49
for j=2:49
dcdt(i,j)= @(x) (d*((x(i+1,j)+x(i-1,j)+x(i,j+1)+x(i,j-1)-4*x(i,j))/(dx^2)))
end
end
for j=2:49
dcdt(1,j)= @(x) (d*((x(1+1,j)+x(1+1,j)+x(1,j+1)+x(1,j-1)-4*x(1,j))/(dx^2)))
end
for i=2:49
dcdt(i,1)= @(x) (d*((x(i,1+1)+x(i,1+1)+x(i+1,1)+x(i-1,1)-4*x(i,i))/(dx^2)))
end
for j=2:49
dcdt(50,j)= @(x) (d*((x(50-1,j)+x(50-1,j)+x(50,j+1)+x(50,j-1)-4*x(50,j))/(dx^2)))
end
for i=2:49
dcdt(i,50)= @(x) (d*((x(i,50-1)+x(i,50-1)+x(i+1,50)+x(i-1,50)-4*x(i,50))/(dx^2)))
end
dcdt(50,1)=@(x) (d*((x(49,1)+x(49,1)+x(50,2)+x(50,2)- 4*x(50,1))/(dx^2)));
dcdt(50,50)=@(x) (d*((x(49,50)+x(49,50)+x(50,49)+x(50,49)-4*x(50,50))/(dx^2)));
dcdt(1,50)=@(x) (d*((x(1,49)+x(1,49)+x(2,50)+x(2,50)-4*x(1,50))/(dx^2)));
x(1,1)=@(x,t) ((d*x(1,2)+(dx*p*(cpo*((ap*exp(la.*t))+(1-ap)*exp(lb.*t)))))/(p*dx+d));
dcdt2= @(x,t) reshape(dcdt,[2500,1])
for i=1:2499
dcdt3(i)= dcdt2(i+1)
end
%dydt3 = dydt3';
end

답변 (1개)

James Tursa
James Tursa 2017년 10월 4일
편집: James Tursa 2017년 10월 4일
You can't store function handles inside a double variable. You must use a cell array instead. E.g.,
>> f = zeros(2,1);
>> f(1) = @(x)x^2
??? The following error occurred converting from function_handle to double:
Error using ==> double
Conversion to double from function_handle is not possible.
>> f = cell(2,1);
>> f{1} = @(x)x^2
f =
@(x)x^2
[]
>> f{2} = @(x)x^3
f =
@(x)x^2
@(x)x^3
>> f{1}(4)
ans =
16
>> f{2}(4)
ans =
64
That being said, it is not clear to me why you are trying to create an array of function handles.

댓글 수: 2

Thanks again but I'm new to matlab and not very familiar with the jargon. Could you please elaborate your answer or tell me what's wrong with my code.
Remove all of the @(x) and @(x,t). For example, rather than
dcdt(i,j)= @(x) (d*((x(i+1,j)+x(i-1,j)+x(i,j+1)+x(i,j-1)-4*x(i,j))/(dx^2)))
use
dcdt(i,j)= (d*((x(i+1,j)+x(i-1,j)+x(i,j+1)+x(i,j-1)-4*x(i,j))/(dx^2)));

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