What caused this error message?
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% Define the input signal x[n]
n = 0:49;
x = (-1).^n .* (n >= 0);
% Define the length of the input signal
N = length(x);
% Initialize the output signal y[n]
y = zeros(1, N);
% Define the initial conditions
y_minus_1 = 4;
y_minus_2 = -2;
% Calculate the output y[n] using the difference equation
for n = 1:50
if n == 1
y(n) = x(n) + x(n - 1) - (1/4) * y_minus_1 + (1/8) * y_minus_2;
elseif n == 2
y(n) = x(n) + x(n - 1) - (1/4) * y(n - 1) + (1/8) * y_minus_1;
else
y(n) = x(n) + x(n - 1) - (1/4) * y(n - 1) + (1/8) * y(n - 2);
end
end
% Plot the output signal y[n]
stem(0:N-1, y);
grid on;
xlabel('n');
ylabel('y[n]');
title('Output of the System');
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Array index should be positive integer or logical value.
Error: HW2_2_59_c (18th line)
y(n) = x(n) + x(n - 1) - (1/4) * y_minus_1 + (1/8) * y_minus_2;
Answers (1)
Raj
on 24 Apr 2024
Hi @대선
In MATLAB, array indices start from 1, so attempting to access x(0) or y(0) would result in this error.
y(n) = x(n) + x(n - 1) - (1/4) * y_minus_1 + (1/8) * y_minus_2;
Here you are trying to access x(n-1) which is essentially x(0) when n=1.
This will throw the error stating array index should be positive or logical value. Make appropiate changes in your code to reolve this.
I hope this helps!
3 Comments
John D'Errico
on 24 Apr 2024
Exactly so. Since this happens only in this branch of the if clause:
if n == 1
y(n) = x(n) + x(n - 1) - (1/4) * y_minus_1 + (1/8) * y_minus_2;
it means @대선 neeeds to choose an appropriate boundary condition for the case where n==1, since x(0) is not accesible in MATLAB. However, @대선 has this information in hand, in the form of:
x = (-1).^n .* (n >= 0);
There we see that when n==0, we would have
x(0) = (-1)^0 = 1
This provides the boundary condition to apply, replacing x(n-1) with 1 in that initial branch.
if n == 1
y(n) = x(n) + 1 - (1/4) * y_minus_1 + (1/8) * y_minus_2;
대선
on 24 Apr 2024
Raj
on 25 Apr 2024
y(1)=x(1)+x(0)-(1/4)* y_minus_1 + (1/8) * y_minus_2;
You can later have the limit of for loop from n=2:50
for n = 2:50
if n == 2
y(n) = x(n) + x(n - 1) - (1/4) * y(n - 1) + (1/8) * y_minus_1;
else
y(n) = x(n) + x(n - 1) - (1/4) * y(n - 1) + (1/8) * y(n - 2);
end
end
Check if this is what you intend on doing.
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