lapolm
Newbie level 5
relay selection in cooperative communication
I am a PhD student working on coopcom with relay selection.
You may know the journal of Bletsas about "Simple Cooperative diversity method based on network path selection".
In my system, there are 2 relays ,I select the best relay, and send my BPSK signal to the destination.
The relay selection algorithm that Bletsas published, is as follows
CSI's :
h_sr1 = CSI between source to relay 1
h_r1d = CSI between relay1 to dest
h_sr2 = CSI between source to relay 2
h_r2s = CSI between relay2 to dest
Algorithm :
h1 = min(abs(h_sr1).^2,abs(h_r1d).^2)
h2 = min(abs(h_sr2).^2,abs(h_r2d).^2)
As Bletsas told, every relay has its own clock and the relay whose clocks' finishes first it the best relay.
T1 = lambda/h1;
T2 = lambda/h2;
Lambda is scalar
QUESTION :
I dont understand the algorithm, how can this select the best relay?
How can each relay has a clock ?
Implementation to matlab code doesn't give correct results ?
In the implementation part, what should be the value of lambda ?
Thanks for your help.
I am a PhD student working on coopcom with relay selection.
You may know the journal of Bletsas about "Simple Cooperative diversity method based on network path selection".
In my system, there are 2 relays ,I select the best relay, and send my BPSK signal to the destination.
The relay selection algorithm that Bletsas published, is as follows
CSI's :
h_sr1 = CSI between source to relay 1
h_r1d = CSI between relay1 to dest
h_sr2 = CSI between source to relay 2
h_r2s = CSI between relay2 to dest
Algorithm :
h1 = min(abs(h_sr1).^2,abs(h_r1d).^2)
h2 = min(abs(h_sr2).^2,abs(h_r2d).^2)
As Bletsas told, every relay has its own clock and the relay whose clocks' finishes first it the best relay.
T1 = lambda/h1;
T2 = lambda/h2;
Lambda is scalar
QUESTION :
I dont understand the algorithm, how can this select the best relay?
How can each relay has a clock ?
Implementation to matlab code doesn't give correct results ?
In the implementation part, what should be the value of lambda ?
Thanks for your help.