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Calculation of Incidental Losses of Electric Power Under Non-Sinusoidal Modes with Allowance for Actual Heating of Conducting Parts

机译:非正弦模式下的附带电力损耗计算,考虑导体实际加热

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The paper presents the use of wavelet packet transform for a non-sinusoidal mode analysis of power supply systems taking into account the actual heating of conducting parts. Higher harmonics cause additional heating of conducting parts, and consequently, there is an increase in power and energy losses. The range of resistance variation in the operating temperature range can substantially affect the estimated value of losses. The accounting of actual heating will allow one to specify the feasibility study in selecting and implementing measures on higher harmonics filtering in power supply systems. The wavelet packet transform has a number of advantages compared to the Fourier transform in analyzing non-sinusoidal modes. The use of the wavelet packet transform is proposed in this paper for analyzing non-stationary modes of power supply systems.
机译:本文介绍了小波包变换在电源系统非正弦模式分析中的应用,其中考虑了导电部件的实际发热。高次谐波会引起导电部件的额外发热,因此,功率和能量损耗会增加。工作温度范围内的电阻变化范围会严重影响损耗的估计值。实际加热的核算将使人们可以对选择和实施电源系统中高次谐波过滤措施的可行性研究进行详细说明。与傅立叶变换相比,小波包变换在分析非正弦波模式方面具有许多优势。本文提出将小波包变换用于分析供电系统的非平稳模式。

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