What does x(1,:) do in MATLAB ?

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JIIT Bainwala
JIIT Bainwala on 11 May 2012
Commented: Steven Lord on 10 Jun 2024
What does x(1,:) do in MATLAB ?
eg:
at = sqrt(Po)*exp(-0.5*(1+i*C)*(tau./t0).^(2*m))
a0 = fft(at(1,:));
what does at(1,:) do here ?
  2 Comments
Anil Chowdary Tummala
Anil Chowdary Tummala on 21 Apr 2021
Q1. What does x(1,:) do in MATLAB ?
Answer : It gives the first row of matrix 'x'
Q2. what does at(1,:) do here ?
Answer : it gives the first row of FFT coefficients of matrix 'at'
Anil Chowdary Tummala
Anil Chowdary Tummala on 10 Oct 2022
Thank you very much

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Accepted Answer

Dr. Seis
Dr. Seis on 11 May 2012
"a0" is the Fourier Transform of the first row of "at"
at(2,:) % gives the second row
at(3,:) % gives the third row (and so on)
at(:,1) % gives the first column (and so on)

More Answers (3)

Afissou ZONGO
Afissou ZONGO on 17 Aug 2021
X(i*2,:) means
  1 Comment
Walter Roberson
Walter Roberson on 17 Aug 2021

Take the current value of the variable i and multiply it by 2. Use the result as row indices to select entire rows of X.

The code shown does not require that i is a scalar or even a vector. It also does not require that the values in i are currently integer values, but if they are not then there is the risk that there could be an indexing error.

There are uncommon cases in which i would not necessarily have to be numeric, but you might never see that happen in practice.

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Sorabh Mahajan
Sorabh Mahajan on 27 Feb 2022
x = [x;i] meaining
  1 Comment
Walter Roberson
Walter Roberson on 28 Feb 2022
[A;B] is defined as being vertcat(A, B) which in turn is defined as being the same as cat(2,A,B)
That is, [x;i] takes the existing array x, and tries to place a new row containing i at the bottom of it. With the x= assignment that becomes the new x. The effect is to add the content of i to the bottom of x.

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Antonio
Antonio on 10 Jun 2024
x(1:2,1)? meaning
  1 Comment
Steven Lord
Steven Lord on 10 Jun 2024
This performs "Indexing with Element Positions". In particular, "You can also reference multiple elements at a time by specifying their indices in a vector."

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