forming a function handles in matrix

I want to form a set of function handles in a row matrix.
i wrote script like below.
w = 2;
Nr = 20
nr = @(phi)zeros(1, Nr);
wr = @(phi)zeros(1, Nr);
for n = 1:Nr
for i = 1:w
Awr = 50*(cos(i*2)-cos(i*9));
nr(1, n) = @(phi)nr(1, n)+Awr*cos(i*1.7);
end
wr(1, n) = @(phi)nr(1, n)
end
Iam getting the below error
Nonscalar arrays of function handles are not allowed; use cell arrays instead.
how to rectify this??

Answers (1)

MATLAB used to allow nonscalar arrays of function handles, but that functionality was removed probably 10 to 15 years ago. As the error message suggested, store your function handles in a cell array instead.

7 Comments

Can you show me how to do that?
thanks in advance
f = {@sin, @cos, @(t) t.^2}
f = 1×3 cell array
{@sin} {@cos} {@(t)t.^2}
y = f{3}(1:10) % returns the first 10 perfect squares
y = 1×10
1 4 9 16 25 36 49 64 81 100
fh = f{2} % returns the function handle @cos
fh = function_handle with value:
@cos
sorry i did mistake in giving my script
this is my script, now iam expecting array(contains Nr = 20 elements) of function handles as output
w = 2;
Nr = 20
nr = @(phi)zeros(1, Nr);
wr = @(phi)zeros(1, Nr);
for n = 1:Nr
for i = 1:w
Awr = 50*(cos(i*2)-cos(i*9));
nr(1, n) = @(phi)nr(1, n)+Awr*cos(i*(phi+2*n));
end
wr(1, n) = @(phi)nr(1, n);
end
NR = @(phi)nr(phi)+(3*56/2)
Creating an array of function handles is not allowed. It will not work.
Creating a cell array containing function handles is allowed.
f = cell(1, 3);
for k = 1:3
f{k} = @(x) x.^k + k*x;
end
% Use the elements of f by indexing then passing the input
y = f{2}(1:10) % Evaluate the function handle corresponding to k = 2 at x = 1:10
y = 1×10
3 8 15 24 35 48 63 80 99 120
check = (1:10).^2 + 2*(1:10) % Manual check, will be the same as y
check = 1×10
3 8 15 24 35 48 63 80 99 120
Script is fine.
If i want to do f{1}*f{2}, it is giving error.
How to do this operation.
@Bathala Teja: function handles cannot be multiplied (or have any numeric operation applied to them). But you can certainly evaluate the function handles (just as Steven Lord showed) and multiply their outputs:
f{1}(3)*f{2}(3)
% ^^^ ^^^ Evaluate!
See this
Here i performed multiflication of two function handles and after that i integrated total function.
What is the difference in between this one and above one?
m = 10;
nAi = @(phi)zeros(1, 1);
for i=1:2:m
Ams = (2/(pi*i))*sin(pi*i/3)*(1+(2*cos(pi*i/9)));
nAi = @(phi)nAi(phi)+Ams*cos(2*i*phi);
end
nA = @(phi)50+nAi(phi)
nA = function_handle with value:
@(phi)50+nAi(phi)
wA = @(phi)nAi(phi)
wA = function_handle with value:
@(phi)nAi(phi)
nBi = @(phi)zeros(1, 1);
for i=1:2:m
Ams = (2/(pi*i))*sin(pi*i/3)*(1+2*cos(pi*i/9));
nBi = @(phi)nBi(phi)+Ams*cos(2*i*(phi-((2*pi/3)/4)));
end
nB = @(phi)50+nBi(phi)
nB = function_handle with value:
@(phi)50+nBi(phi)
wB = @(phi)nBi(phi)
wB = function_handle with value:
@(phi)nBi(phi)
Lab = integral(@(phi)(nA(phi).*wB(phi)), 0, 2*pi)
Lab = 3.9695

Sign in to comment.

Categories

Products

Release

R2021b

Asked:

on 4 Oct 2021

Commented:

on 6 Oct 2021

Community Treasure Hunt

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

Start Hunting!