Crest factor minimisation in the frequency domain

M. Solomou, C. Evans, D. Rees
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引用次数: 9

Abstract

This paper examines the minimisation of signal crest factor using a frequency domain method. Multisine signals are designed with their relative harmonic phases selected to minimise the distortion introduced by a cubic nonlinearity on the measurement of a frequency response function. This approach is based on the observation that low crest factor signals possess properties that reduce the nonlinear effect. The resulting signals are compared with other types of low crest factor signals. It is found that the technique does not produce the lowest possible crest factors but that the signals do minimise the nonlinear distortion introduced by a cubic nonlinearity. The signals are thus termed minimum distortion multisines.
在频域的波峰因子最小化
本文用频域方法研究了信号波峰因子的最小化问题。在设计多正弦信号时,选择其相对谐波相位,以尽量减少由频率响应函数测量时的三次非线性引起的失真。这种方法是基于观察到低波峰因子信号具有降低非线性效应的特性。所得信号与其他类型的低波峰因子信号进行了比较。结果发现,该技术不会产生最低可能的波峰因子,但信号确实最小化了由三次非线性引入的非线性失真。因此,这些信号被称为最小失真多重线。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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