电磁器件仿真中磁性材料的非线性建模

C. C. C. dos Santos, J. Ortiz, Jônatas P. Américo, K. S. C. Linares
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引用次数: 2

摘要

磁性材料由于其高磁导率可以增加磁通量,在电气工程应用中得到了广泛的应用。由于磁性材料的非线性行为,分析包含这些磁芯的系统是复杂的。这种非线性行为可以用磁化曲线和磁滞现象曲线来表示。在这项工作中,只模拟了磁化曲线,并显示了随磁场变化的流量变化。对于较高的磁场值,磁通量的变化不大。在这个阶段,磁性材料或磁芯达到饱和。在这项工作中,简单的数学模型表示磁性材料的非线性行为,以便于电路仿真和电感设计。使用线性化、多项式和双曲模型。线性化模型对线性段接近实验BH曲线。多项式模型用多项式方程逼近曲线,双曲模型用双曲方程逼近曲线。模型的实现需要实验的黑洞曲线。使用RL电路。将电路方程、磁通量方程和材料模型进行耦合求解。为了验证,将仿真电压和实验电流进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Nonlinear modeling of magnetic materials for electromagnetic devices simulation
Magnetic materials are broadly use in electrical engineering applications, due to its high permeability that allows increasing magnetic flux. Analyzing systems containing these magnetic cores is complex due to the nonlinear behavior of the magnetic material. This nonlinear behavior can be represented by the magnetization curve and by the hysteresis phenomenon curve. In this work, only magnetization curve is modelled and shows flow variations by varying the magnetic field. For higher values of magnetic field, there is not a present considerable variation of magnetic flux. At this stage, the magnetic material or the core reaches its saturation. In this work, simple mathematical models represent nonlinear behavior of magnetic material in order to be used in circuit simulation and inductor design. Linearized, polynomial and hyperbolic models are used. The linearized model approaches experimental BH curve for linear segments. The polynomial model approaches the curve by polynomial equation and the hyperbolic model approaches the curve using a hyperbolic equation. For models implementation is needed the experimental BH curve. An RL circuit is used. Equations of the electric circuit, magnetic flux and the material model are coupled and solved. To validate, simulation and experimental voltage and current are compared.
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