Abstract

In this paper we examine a two way relay network with multiple access broadcast, decode and forward protocol. A new power allocation scheme is proposed which is based on minimizing the outage probability. The outage probability is defined as the event in which the data rate of the different nodes lie outside the achievable rate region. For the first time, a closed-form mathematical expression is derived for the outage probability of such system, in the more general case than previous attempts. The only limiting constraint that is enforced on the problem is that the relay power is less than the power of the end main nodes (terminals). The obtained expression is then considered as the cost function of an optimization problem, in order to be minimized by allocating appropriate power to the nodes. The proposed scheme for power allocation needs no instantaneous channel coefficient estimation, but rather needs only statistical Channel State Information. The correctness of the obtained expression for the outage probability is verified by Monte Carlo simulations and the performance of the proposed scheme for power allocation is analyzed numerically. We have demonstrated that this technique can provide up to 1 dB gain in outage probability for average SNR values.

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