The performance of a new (Beaulieu-Xie) fading model is analyzed using bounds. This recently proposed fading model can be used to describe both line-of-sight and non-line-of-sight components of a fading channel having different diversity orders. We consider the outage probability and error rate performance of maximal ratio combining, equal-gain combining, and selection combining over arbitrarily correlated Beaulieu-Xie fading channels. Closed-form expressions for upper and lower bounds to the outage probability and error rate are obtained, and it is shown that these bounds are asymptotically tight in the high signal-to-noise ratio regime. The analytical results are verified via Monte Carlo simulations. It is shown that the Beaulieu-Xie fading model can be more useful than the Ricean and Nakagami-m fading models in characterizing environments with both line-of-sight and multiple reflected specular components.

使用边界分析了新的（Beaulieu-Xie）衰落模型的性能。该最近提出的衰落模型可以用于描述具有不同分集阶数的衰落信道的视线和非视线分量。我们考虑了在任意相关的Beaulieu-Xie衰落信道上最大比合并，等增益合并和选择合并的中断概率和误码率性能。获得了中断概率和误码率上下限的闭式表达式，并且表明在高信噪比条件下，这些界限渐近严格。通过蒙特卡洛模拟验证了分析结果。结果表明，在博略解衰落模型可以比莱斯和Nakagami-更有用米 既具有视线又具有多个反射镜面反射分量的特征化环境中的衰落模型。