Abstract
AbstractA general expression of outage probability in a wireless relay network with an arbitrary number of relays and selection combining at the destination is derived. This formula is then adopted to independent but not identically distributed channel coefficients and lower and upper bounds are developed. We study two relay schemes: the one‐relay case and the two‐relay case. The latter can further be divided into a two‐phase and a three‐phase transmission scheme which depend on the cooperation among the relays. For all considered cases, outage probabilities in Rayleigh fading environments are derived and analysed and it is demonstrated by numerical simulations that all relay protocols achieve full order of diversity. We further elaborate the impact of relay locations on outage probability. Finally, we discuss the required signal‐to‐noise ratio in order to achieve a predefined outage probability. With respect to the mentioned evaluation metrics the two‐phase relaying scheme achieves by far the best performance, however, with the drawback of increased receiver complexity. Copyright © 2008 John Wiley & Sons, Ltd.
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