A novel saturated open-core fault current limiter and its nonlinear magnetic circuit model

Li, Lei; Li, Lin

doi:10.1108/compel-12-2016-0575

Cited by 1 publication

(1 citation statement)

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“…For example, when excitation current is 1650 A, the value of R m1 is 5,795 times that of 0.24 A. The values of reluctances of the air space, R kab and R kl , vary slightly, but the slight nonlinearity of the air reluctance become important when the excitation current is very large (Li and Li, 2017).…”

Section: Calculation Examplesmentioning

confidence: 99%

Calculation approach of reluctance in the magnetic circuit of transformer employed to convert into equivalent electric circuit

Wang

Yuan

2018

COMPEL

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Purpose The theoretical method of converting the magnetic circuit into an electric circuit is mature, but the way to determine the inductances in the electric circuit is not reliable, especially for the core working in saturation status, and it is impossible to determine the inductances by the transformer terminal measurements, as the measurement information is not enough to determine a number of inductances. This paper aims to propose an approach of calculating the reluctances. Design/methodology/approach In this paper, an approach of calculating the reluctances is proposed based on the numerical simulation of magnetic field in transformer with different values of current excitation. The reluctance of a core segment or air region as a branch of magnetic circuit is obtained by the magnetic energy and magnetic flux. By this way, all the reluctances as function of flux can be determined, and then the inductances can be determined. The reluctances and equivalent electric circuit of three-phase integrative transformer is determined, and its validation is proved in the paper. Findings The single phase example shows that the proposed method has a good performances on analysis of the inrush current in deep saturation. The peak value of the inrush current derived from the proposed approach matches well with the results obtained by coupled circuit-FEM analysis, and the difference is about 4.8 per cent. For studies on dual models of single phase transformers, the leakage inductances have important effects on the peak value of the inrush current. The reluctances of three-phase transformer are calculated, and the equivalent circuit simulation results are slightly smaller than the coupled circuit-FEM simulation results. Originality/value Approach of calculating the reluctances based on the numerical simulation of magnetic field in transformer is proposed. The magnetic core and air space are divided into several segments, and the reluctance for each segment is calculated based on the energy in the region and the flux of the cross-sectional area. By applying various excitation currents, all the reluctances as function of flux can be determined, and then all the non-linear inductances including the non-linear leakage inductances are obtained. The proposed approach is reliable to determine a number of inductances in the dual electric circuit, especially for deep saturation status.

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Section: Calculation Examplesmentioning

confidence: 99%