瑞利信道下正交空时分组码的新颖公式
Novel Formulas on Orthogonal Space-Time Block Codes over Rayleigh Fading Channels
Meijer函数是非常重要的公式，可以利用它来分析正交空时分组码的容量。本文中，利用Meijer函数，我们推导了正交空时分组码在平坦瑞利信道下的平均容量和中断概率。这些公式也可以利用补不完全伽马函数表达。另外，我们还给出了在瑞利匙孔信道下正交空时分组码的平均容量表达式。
Meijer’G function is an important tool for the capacity analysis of orthogonal space-time block codes (OSTBCs) over fading channels. In this paper, using Meijer’G function, we derive some novel formulas on the average capacity and outage probability of OSTBCs over usual flat Rayleigh fading channel. These formulas can be also expressed using complementary incomplete gamma function. Moreover, we also give an average capacity expression of OSTBCs over Rayleigh fading channel with keyhole.
Dian-Wu Yue、徐峰
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容量，匙孔，正交空时分组码，中断概率，瑞利
apacity Keyhole OSTBCs Outage Probability Rayleigh.
Dian-Wu Yue,徐峰.瑞利信道下正交空时分组码的新颖公式[EB/OL].(2005-12-31)[2025-08-04].http://www.paper.edu.cn/releasepaper/content/200512-812.点此复制
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