How to get the complex-valued impulse response coefficients from comm.RayleighChannel
18 views (last 30 days)
Show older comments
The magnitude of channel impulse response can be plotted by using the "visualization" property of comm.RayleighChannel as has been described in Filter input signal through multipath Rayleigh fading channel - MATLAB (mathworks.com) in the Section "Display Impulse and Frequency Responses of Multipath Rayleigh Fading Channel". However, I couldn't find a way of getting the actual complex values of these impulse response coefficients. The now obsolete Matlab command "rayleighchan" used to have the following syntax to get the complex-valued impulse reponse coefficients:
chan = rayleighchan(ts,fd,tau,pdb);
h = chan.PathGains;
In the above code, "h" is the impulse response of the channel.
Please note that I am not looking for the PathGains at each sample point. I know that it can be obtained by using the following commands:
chan = comm.RayleighChannel(...);
[y,PathGains] = chan(x);
where "x" is the input signal, "y" is the output signal, and "PathGains" represents the channel filter coefficients at each sample point and is not channel impulse reponse.
3 Comments
Pooria Tabesh Mehr
on 21 Nov 2022
Take a look on this paper : ( "Channel Estimation In OFDM systems" By Jan-Jaap van de Beek, Ove Edfors, Magnus Sandell Sarah Kate wilson and Petr Ola Borjesson In proceedings Of VTC'95 Vol 2 pg.815-819 )
Possibly it helps to generate the channel impulse response by using the path gain and path delays of comm.RayleighChannel function.
Answers (1)
vidyesh
on 24 Jan 2024
Hi Imran,
To obtain the complex impulse response coefficients of a multipath Rayleigh fading channel, you can pass a impulse signal to the comm.RayleighChannel system object.
impulse = [1; zeros(1023, 1)];
[~, pathGains] = rayleighchan(impulse);
Hope this helps.
2 Comments
vidyesh
on 19 Feb 2024
To get the second output parameter 'pathgains', set the PathGainsOutputPort property of the 'chan' object as true.
See Also
Categories
Find more on Propagation and Channel Models in Help Center and File Exchange
Community Treasure Hunt
Find the treasures in MATLAB Central and discover how the community can help you!
Start Hunting!