1: | Compute the mean power required by the two configurations (one and two carriers) for all possible traffic rates (λ 0), P 1Ca(λ 0) for 1 carrier and P 2Ca(λ 0) for 2 carriers. |
2: | Let λ be the maximum traffic that can be supported with one carrier fulfilling the maximum blocking probability constraint. If P 1Ca(λ)<P 2Ca(λ), then λ TH =λ. |
Otherwise, λ TH is the value of λ for which P 1Ca(λ)=P 2Ca(λ). | |
3: | Switch off one of the two carriers in all time instants m where λ TH ≥λ 0v [m]. |