Could you please help me to answer this question ?
We have a Shannon formula for Capacity as \begin{align} C=B\log_2(1+\frac{h*P}{B*N_0}) \end{align} where h is a random variable which denotes the channel gain with channel mean power \begin{align} \Omega=E[h] \end{align}
When I do the simulation such as for Rayleigh fading. I have to set a value for $\Omega$. But I don't know if $\Omega > 1$ or it must be smaller than 1. I have read many papers from IEEE. Some of papers set value of $\Omega > 1$, some of them is smaller than 1.
Could you please explain for me?
1- When it is greater than 1 and when it is smaller than 1.
2- In practice, how the range of $\Omega$ is ?