用初等函数表示η-μ和κ-μ衰落信道下调制方案的中断概率和平均误差性能

M. López-Benítez
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引用次数: 1

摘要

本文给出了在η-μ和κ-μ衰落信道下调制方案的中断概率和平均误差性能的精确和近似表达式。在物理衰落模型下,分析结果可以用相关参数的初等函数表示,不仅表达式更易于处理,而且数值计算更有效。并给出了简单的渐近近似。虽然精确的结果以无穷级数形式给出,但收敛分析表明,具有很少项的序列的截断版本可以达到所需的精度水平。通过与仿真结果的比较,验证了精确理论表达式的正确性及其近似形式的准确性。
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Outage probability and average error performance of modulation schemes under η-μ and κ-μ fading channels in terms of elementary functions
This work presents exact and approximated expressions for the outage probability and average error performance of modulation schemes under η-μ and κ-μ fading channels. Under physical fading models the analytical results can be expressed in terms of elementary functions of the relevant parameters, which not only leads to more tractable expressions but also more efficient numerical evaluations. Simple asymptotic approximations are derived as well. While exact results are given in infinite series forms, a convergence analysis demonstrates that truncated versions of the series with very few terms can achieve the desired level of accuracy. The comparison with simulation results demonstrates the correctness of the exact theoretic expressions as well as the accuracy of their approximated forms.
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