Method for determining optimum number of complex samples for coherent
averaging in a communication system
    101.
    发明授权
    Method for determining optimum number of complex samples for coherent averaging in a communication system 有权
    用于在通信系统中确定用于相干平均的复杂样本的最佳数量的方法

    公开(公告)号:US6104747A

    公开(公告)日:2000-08-15

    申请号:US201560

    申请日:1998-11-30

    CPC classification number: H04B1/7113

    Abstract: A method for determining an optimum number (Nopt) of complex samples for coherent averaging of a complex signal S(n) in a code division multiple access communication system includes estimating an initial number (Nint) of complex samples, obtaining fading channel autocorrelation sequence (R(n)) for a plurality (n) of complex samples, the plurality (n) number of complex samples corresponding to the initial number (Nint) of complex samples, computing a constant (K) based on the autocorrelation sequence (R(n)) and the plurality (n) of complex samples, substituting the initial number (Nint) of complex samples for the optimum number (Nopt) of complex samples if the constant (K) is equal or substantially equal to zero.

    Abstract translation: 一种用于确定码分多址通信系统中的复信号S(n)的相干平均的复样本的最佳数目(Nopt)的方法包括:估计复数样本的初始数(Nint),获得衰落信道自相关序列( 对于多个(n)个复数样本,对应于复数样本的初始数(Nint)的多个(n)个复数样本,基于自相关序列(R(n))计算常数(K) n))和多个(n)个复数样本,如果常数(K)等于或基本上等于零,则将复数样本的初始数(Nint)代入复数样本的最佳数目(Nopt)。

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