Asymptotic analysis of GSC over arbitrarily correlated Rician channels
Xuegui Song, Julian Cheng
Abstract
Xuegui Song, Julian Cheng
Abstract
We study the performance of multi-branch generalized selection combining (GSC) diversity system. Closed-form expressions for asymptotic error rate and asymptotic outage probability are derived for multi-branch GSC receiver diversity over arbitrarily correlated Rician channels. Numerical results indicate that these analytical solutions can provide accurate estimation of error rate and outage probability in large signal-to-noise ratio regimes. The analytical results reveal some important insights into the performance characteristics of GSC diversity system operating over arbitrarily correlated Rician fading channels.
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We study the performance of multi-branch generalized selection combining (GSC) diversity system. Closed-form expressions for asymptotic error rate and asymptotic outage probability are derived for multi-branch GSC receiver diversity over arbitrarily correlated Rician channels. Numerical results indicate that these analytical solutions can provide accurate estimation of error rate and outage probability in large signal-to-noise ratio regimes. The analytical results reveal some important insights into the performance characteristics of GSC diversity system operating over arbitrarily correlated Rician fading channels.
Key concepts: Rician fading, Outage probability, Diversity combining, Fading, Maximal-ratio combining, Signal-to-noise ratio (imaging), Selection (genetic algorithm), Mathematics