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Determination Method of Angular Domain Resampling Order in Computed Order Tracking Analysis

机译:计算顺序跟踪分析中角度域重采样顺序的确定方法

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In the process of computed order tracking, traditional method is based on the given analyzed order requirements, and also assumed that the highest order component is known. But in practice, the order component in signal is usually unknown. With regards to this issue, the paper proposed a method using filter to limit frequency and order. A principle on how to choose filter cut-off frequency and angular domain resampling order are deduced in this paper, then the relationship is analyzed between filter cut-off frequency and resampling frequency in time domain. Simulated signals are tried on the method, the results show that it can solve order aliasing problem successfully, and also effectively reduce resampling order.
机译:在计算顺序跟踪过程中,传统方法基于给定的分析顺序要求,并且还假设最高阶分量是已知的。但在实践中,信号中的顺序分量通常是未知的。关于此问题,本文提出了一种使用过滤器来限制频率和顺序的方法。本文提出了如何选择滤波器截止频率和角度域重采样顺序的原则,然后在时间域中的滤波器截止频率和重采样频率之间进行关系。模拟信号在该方法上尝试,结果表明它可以成功解决秩序锯齿问题,也有效地减少重采样顺序。

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