计及噪声辐射特点的中小型变压器噪声高速 同步定位技术
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TB532;TN773

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国网天津市电力公司科技项目(KJ22-1-34)资助


High-speed synchronous noise location technology for small and medium-sized transformers considering noise radiation characteristics
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    摘要:

    与大型变压器不同,中小型变压器是一种利用电磁感应原理改变交流电压的装置,在运行中会产生各种噪声,为了确 定噪声的位置,提出了一种计及噪声辐射特点的中小型变压器噪声高速同步定位技术。在辐射条件下,计算变压器噪声的格 林函数,通过建立变压器噪声边界的积分方程,计算变压器噪声辐射声压。利用流体力学方程,描述变压器噪声辐射的波动 情况,根据空气与变压器噪声耦合的有限元方程,建立变压器噪声传播的过程方程,分析变压器噪声的传播机理。通过噪声 信号的分解,利用有限元分析得到变压器中噪声信号的有限元函数,根据噪声信号的频域分量,计算噪声信号的四阶谱累计 量,结合噪声信号的谱度,实现变压器噪声的定位。实验结果表明,该技术能够确定变压器中噪声的位置,并将定位精度提高 到90%以上。

    Abstract:

    Different from large transformers,small and medium-sized transformers are devices that use electromagnetic induction to change AC voltage,which will produce various noises in operation.In order to determine the noise location, a high-speed synchronous noise location technology for small and medium-sized transformers considering noise radiation characteristics is proposed.Under the radiation condition,the Green's function of transformer noise is calculated,and the radiated sound pressure of transformer noise is calculated by establishing the integral equation of transformer noise boundary.The propagation process of transformer noise radiation in air is described by using hydrodynamic equation. According to the finite element equation of coupling between air and transformer noise,the process equation of transformer noise propagation is established and the propagation mechanism of transformer noise is analyzed.Through the decomposition of noise signal,the finite element function of noise signal in transformer is obtained by finite element analysis.According to the frequency domain component of noise signal,the fourth-order spectral cumulant of noise signal is calculated,and the noise of transformer is located by combining the spectral degree of noise signal.The experimental results show that the technology in this paper can locate the noise in the transformer and improve the positioning accuracy to more than 90%.

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张佃卯.计及噪声辐射特点的中小型变压器噪声高速 同步定位技术[J].国外电子测量技术,2024,43(11):170-176

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  • 在线发布日期: 2025-01-27
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