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Calculation of the coefficients of the CDMA system transmission matrix

机译:CDMA系统传输矩阵系数的计算

摘要

I will determine the Hermitian of system response matrix. Channel impulse response and the multiplier, a unique spreading code is obtained, the channel. Multiplier of unique, take imaginary values ​​and real values ​​in channel coding. Channel codes are a combination of the sign of the multiplier specific channel code spreading codes of the real, and scrambling code, and complex. (AC and jAD) real and imaginary parts of the Hermitian approximation of the system response matrix is ​​determined. Is applied to the (AC and jAD) imaginary elements and real elements of the multiplier result of specific convolution channel code, Hermitian matrix of the system response is obtained.
机译:我将确定系统响应矩阵的Hermitian。信道冲激响应和乘数,得到唯一的扩频码,即信道。唯一的乘数,在通道编码中采用虚数值和实数值。信道码是实数,扰码和复数的乘法器特定信道码扩频码的符号的组合。确定系统响应矩阵的Hermitian逼近的(AC和jAD)实部和虚部。将(AC和jAD)虚部和实部应用于特定卷积通道码的乘积结果,得到系统响应的厄米矩阵。

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