Hi everybody,

I would like to model a finite scattering flat fading channel model:

the channel vector of the ith user to BS is denoted by:

hi=(1/P1/2)*sum(alphaqi *a(phiq) from q=1 to P)

-where alphaqi is the path gain of the qth path to the ith user CN(0,1).

-a is the steering vector.

-P the number of scatterers

-K the number of users

We have H=A*G where H is the channel matrix, A is the steering vector, and G is the matrix gain.

1-Concerning the matrix gain G(P*K)), shall I consider the distance between user and the BS in this model or just :

G=sqrt(1/2)*(randn(P,K)+1j*randn(P,K)) ?

2-How can I model flat channel in matlab?

Best regards,

Wafa HAJ HMIDA

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