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Simplifying transformations for nonlinear systems: Part II, statistical analysis of harmonic cancellation

机译:简化非线性系统的变换:第二部分,谐波消除的统计分析

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摘要

The first paper in this short sequence described the idea of a simplifying transformation and applied the concept to a numerical optimisation-based variant of normal form analysis. The idea of the numerical normal form transformation was simply to eliminate or reduce the contribution of a pre-defined set of harmonics in the system response. It was shown that reducing the defined harmonics could lead to amplification of other components of the response. The idea of the current paper is to conduct a Monte Carlo worst-case analysis to investigate how badly unconstrained harmonics might be amplified by the optimisation.
机译:此简短序列中的第一篇论文描述了简化转换的想法,并将该概念应用于基于数字优化的正态分析的变体。数值范式转换的想法只是消除或减少一组预定义的谐波对系统响应的影响。结果表明,减少定义的谐波会导致响应的其他分量放大。本文的想法是进行蒙特卡洛最坏情况分析,以研究优化可能如何放大不受约束的谐波。

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