This paper presents the effective rate (ER) analysis of a multiple input single output (MISO) system over the Beaulieu-Xie (BX) fading. The closed-form expressions were derived for the exact and asymptotic cases (for high and low signal-to-noise ratio (SNR)). The BX fading channel is extremely useful for characterizing small cell networks, hyper-dense networks, and femtocells, etc. It can also be used for modeling the fading channels for high-speed trains. Numerical results were presented using the derived closed-form expressions and compared with the results obtained from Monte Carlo simulations. Our findings illustrated that the analytical results have a close match with simulation results. In addition, the numerical findings also provide the important insights into the impact of delay constraint and fading parameters on the ER of considered wireless scenario. It is found that the performance of system improves as dominant specular power and/or number of transmitter antennas increases or the delay constraint parameter decreases.

本文介绍了多输入单输出 (MISO) 系统在 Beaulieu-Xie (BX) 衰落上的有效率 (ER) 分析。对于精确和渐近情况（对于高和低信噪比（SNR））推导出封闭形式的表达式。BX 衰落信道对于表征小型蜂窝网络、超密集网络和毫微微蜂窝等非常有用。它还可以用于模拟高速列车的衰落信道。数值结果是使用导出的封闭式表达式呈现的，并与从蒙特卡罗模拟获得的结果进行比较。我们的研究结果表明，分析结果与模拟结果非常吻合。此外，数值结果还提供了对延迟约束和衰落参数对所考虑无线场景的 ER 的影响的重要见解。发现系统的性能随着主要镜面反射功率和/或发射机天线数量的增加或延迟约束参数的减少而提高。