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Exact Bit Error Probability of Orthogonal Space-Time Block Codes with Quadrature Amplitude Modulation

机译:具有正交幅度调制的正交空时分组码的精确误码率

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In this paper, the performance of generic orthogonal space-time block codes (OSTBCs) introduced by Alamouti [2], Tarokh [3], and Su and Xia [11] is analyzed. We first define one-dimensional component symbol error function (ODSEF) from the exact expression of the pairwise error probability of an OSTBC. Utilizing the ODSEF and the bit error probability (BEP) expression for quadrature amplitude modulation (QAM) introduced by Cho and Yoon [9], the exact closed-form expressions for the BEP of linear OSTBCs with QAM in quasi-static Rayleigh fading channel are derived. We also derive the exact closed-form of the BEP for some OSTBCs which have at least one message symbol transmitted with unequal power via all transmit antennas.
机译:在本文中,分析了Alamouti [2],Tarokh [3]以及Su和Xia [11]引入的通用正交空时分组码(OSTBC)的性能。我们首先根据OSTBC的成对错误概率的精确表达式定义一维分量符号错误函数(ODSEF)。利用Cho和Yoon [9]引入的ODSEF和误码率(BEP)表达式进行正交幅度调制(QAM),在准静态瑞利衰落信道中,带有QAM的线性OSTBC的BEP的精确闭式表达式为派生。我们还推导了某些OSTBC的BEP的精确闭合形式,这些OSTBC至少有一个消息符号通过所有发射天线以不相等的功率发射。

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