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Quasi-Analytical Bit-Error-Rate Analysis Technique Using Best Linear Approximation Modeling

机译:使用最佳线性近似建模的准分析误码率分析技术

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The bit-error-rate (BER) estimation of communication systems can be very time consuming when dealing with complex communication systems and complex modulation schemes such as orthogonal frequency-division multiplexing (OFDM). The signals of such modulation schemes have crest factors (also known as peak-to-average power ratios) that strongly depend on the transmitted symbol. This paper describes a quasi-analytical method to compute the BER, which takes the probability density function (pdf) of the crest factor into account. For each crest factor, the BER is computed using either a Monte Carlo estimate or a quasi-analytical method, which uses the Best Linear Approximation (BLA) model to determine the signal-to-distortion ratio. This BLA model determines a best linear model (in least-squares sense) of the nonlinear system, together with additive noise sources that comprise not only additive noise but also stochastic nonlinear distortions. This best linear model also includes the compression characteristics introduced by the nonlinear system. The proposed quasi-analytical BER method is demonstrated on measurements of an asymmetric digital subscriber line (ADSL) modem driver and on system-level simulations of an OFDM wireless local area network (WLAN) system. The results show that the technique achieves similar accuracies with almost two orders of magnitude fewer simulations than without taking the pdf of the crest factor into account.
机译:当处理复杂的通信系统和复杂的调制方案(例如正交频分复用(OFDM))时,通信系统的误码率(BER)估计可能非常耗时。这样的调制方案的信号具有波峰因数(也称为峰均功率比),该波峰因数强烈依赖于所传输的符号。本文介绍了一种计算误码率的准分析方法,该方法考虑了波峰因数的概率密度函数(pdf)。对于每个波峰因数,可以使用蒙特卡洛估计或准分析方法来计算BER,该方法使用最佳线性逼近(BLA)模型来确定信号失真比。该BLA模型确定了非线性系统的最佳线性模型(最小二乘意义),以及不仅包括加性噪声而且还包括随机非线性失真的加性噪声​​源。该最佳线性模型还包括非线性系统引入的压缩特性。在非对称数字用户线(ADSL)调制解调器驱动器的测量以及OFDM无线局域网(WLAN)系统的系统级仿真中,论证了所提出的准分析BER方法。结果表明,与不考虑波峰因数pdf的情况相比,该技术的模拟精度几乎降低了两个数量级,从而达到了相似的精度。

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