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A wavelet-based piecewise approach for steady-state analysis of power electronics circuits

机译:电力电子电路稳态分析的基于小波的分段方法

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Simulation of steady-state waveforms is important to the design of power electronics circuits, as it reveals the maximum voltage and current stresses being imposed upon specific devices and components. This paper proposes an improved approach to finding steady-state waveforms of power electronics circuits based on wavelet approximation. The proposed method exploits the time-domain piecewise property of power electronics circuits in order to improve the accuracy and computational efficiency. Instead of applying one wavelet approximation to the whole period, several wavelet approximations are applied in a piecewise manner to fit the entire waveform. This wavelet-based piecewise approximation approach can provide very accurate and efficient solution, with much less number of wavelet terms, for approximating steady-state waveforms of power electronics circuits.
机译:稳态波形的仿真对于电力电子电路的设计很重要,因为它揭示了施加在特定设备和组件上的最大电压和电流应力。本文提出了一种基于小波逼近的电力电子电路稳态波形寻找方法。该方法利用了电力电子电路的时域分段特性,以提高精度和计算效率。不是对整个周期应用一个小波逼近,而是分段地应用几个小波逼近来拟合整个波形。这种基于小波的分段逼近方法可以以非常少的小波项数提供非常准确和有效的解决方案,用于逼近电力电子电路的稳态波形。

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