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A Type of Attractive Force Calculation Model of Polarized Relay Based on Nonlinear Permanent Magnet Bar Subsection Model

机译:基于非线性永磁铁条框架模型的极化继电器的一种吸引力计算模型

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In polarized relay, the armatures are sometimes made of permanent magnet (PM). The attractive force calculation is very important in the design and analysis of polarized relays. For some polarized relays which use less expensive permanent magnet bars that have nonlinear magnetic properties, the modeling of such nonlinear permanent magnet (NPM) bars is particularly important to the design of relay contact force, operation speeds and subsequent effects on switching performances. In this paper, an Equivalent Magnetic Calculation model of a NPM polarized relay is built based on a subsection model. The subsection interfaces of NPM are analyzed and the leakage permeance between the armature and yoke is calculated. Then the electromagnetic force is calculated on various rotation positions. This is compared with a finite element method (FEM) and the accuracy of the subsection calculation model is verified.
机译:在偏振继电器中,动手有时由永磁体(PM)制成。具有吸引力的力计算在偏振中继的设计和分析中非常重要。对于使用具有非线性磁性的永久磁铁条的一些偏振继电器,这种非线性永磁体(NPM)棒的建模对于继电器接触力,操作速度和随后对切换性能的影响尤为重要。本文基于子部分模型构建了NPM极化继电器的等效磁计算模型。分析了NPM的分段界面,并计算了电枢和轭之间的泄漏渗透。然后在各种旋转位置计算电磁力。将其与有限元方法(FEM)进行比较,并且验证了子部分计算模型的准确性。

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