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Efficient Bit Error Analysis of Asynchronous Code-Division Multiple-Access Systems in Rician Fading

机译:Rician衰落中异步码分多址系统的有效误码分析

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The paper deals with code-division multiple-access (CDMA) systems where users employ random code sequences and transmit asynchronously. It is assumed that the transmitted signals propagate through statistically independent, Rician fading channels. Bit error evaluation of CDMA systems in Rician fading is considered. Based on a flat Rician fading model and the Simplified Improved Gaussian Approximation (SIGA) method, new closed-form equations are derived for the bit error probability (BEP). The new SIGA equations allow one to analyze the effects of both deterministic and Rayleigh fading signal components on the BEP. The new equations are efficient and accurate as long as the CDMA processing gain is large and are subject to some limitations on system parameters. Computational data confirm the validity of the new equations and indicate how Rician parameters affect the BEP.
机译:本文涉及码分多址(CDMA)系统,其中用户采用随机码序列并异步传输。假设发送的信号通过统计独立的Rician衰落信道传播。考虑了在Rician衰落下CDMA系统的误码评估。基于平坦的Rician衰落模型和简化的改进高斯近似(SIGA)方法,为误码概率(BEP)导出了新的闭式方程式。新的SIGA方程使人们可以分析确定性和瑞利衰落信号分量对BEP的影响。只要CDMA处理增益很大,新方程式就是有效且准确的,并且受系统参数的限制。计算数据证实了新方程的有效性,并指出了里斯参数对BEP的影响。

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