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Analysis of harmonics using S-Transform

机译:使用S变换分析谐波

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摘要

This paper introduces the method for evaluating the harmonic contents of power system waveform. The disturbed signal is split into many frequency sub-bands in Frequency domain, where the disturbing time and level can be identified. The aliasing problem which presents in Discrete Wavelet Transform (DWT) can be restored using Lifting Wavelet Transform which ensures perfect reconstruction property of the signal and the lack of time invariance property in LWT can be restored by up sampling the filter coefficients in stationary wavelet transform. The S-Transform (ST), is evolved from the ideas of wavelet transform, and is based on a moving and scalable localizing Gaussian window whose characteristics are superior to earlier types of the transforms. A comparative analysis will be done with results obtained from the S-Transform and conventional methods for different measuring conditions and Simulation results are given.
机译:介绍了评估电力系统波形谐波含量的方法。被干扰的信号在频域中被分成多个频率子带,可以在其中识别干扰时间和级别。离散小波变换(DWT)中出现的混叠问题可以使用提升小波变换来解决,它可以通过在固定小波变换中对滤波器系数进行上采样来确保信号的完美重建特性,并可以恢复LWT中缺乏时不变性。 S变换(ST)是从小波变换的思想演变而来的,它基于可移动且可缩放的局部高斯窗口,其特征优于早期的变换类型。对于不同的测量条件,将从S变换和常规方法获得的结果进行比较分析,并给出仿真结果。

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