机器和执行器设计:使用解析表面电荷表达式建模三维场和力

J. V. van Dam, J. Paulides, E. Lomonova, M. Dhaens
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引用次数: 1

摘要

许多现代先进的电磁设备,例如电动机和执行器,都使用永磁体作为磁场源。当今稀土永磁体强大而可靠的磁场增加了它们的力密度。它们大多是基于永磁体磁场与载流线圈之间的相互作用。然而,磁联轴器或电磁隔振系统依赖于永磁体之间的强且位置相关的被动力,而不是由电流产生的主动力。因此,对这些相互作用进行准确、无噪声的计算描述对于这些高性能设备的未来发展至关重要。所考虑的构型是自由空间无界问题,不表现出结构周期性。由于需要三维磁场解,表面电荷法是首选的模型。推导了具有(反)平行、垂直和旋转磁化强度的永磁转子之间相互作用力的表达式。这些可以扩展到包括各种其他电磁器件结构。此外,还讨论了长方体永磁体相互作用力的表面电荷解析表达式的发展。最后,提出了对表面电荷法的扩展,旨在建立一个全6自由度永磁体相互作用模型,该模型可以作为有限元方法的快速解析替代。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Machine and actuator design: Modeling 3-D fields and forces using the analytical surface charge expressions
Many modern advanced electromagnetic devices, e.g. motors and actuators, use permanent magnets as a source of magnetic fields. The strong and reliable magnetic fields of today's rare-earth permanent magnets increase their force density. Most of them are based on the interaction between the magnetic field of permanent magnets and current-carrying coils. However, magnetic couplings or electromagnetic vibration isolation systems rely on the strong and position-dependent passive force between permanent magnets instead of an active force resulting from a current. An accurate, noise-free computational description of these interactions is therefore essential for future developments of these high-performance devices. The considered configurations are free-space unbounded problems and do not exhibit structural periodicity. As a three-dimensional magnetic field solution is required, the analytical surface charge method is the model of choice. The expressions for the interaction force between PMs with an (anti-)parallel, perpendicular, and rotated magnetization are derived considering a configuration with two PMs. These could be extended to include various other electromagnetic device structures. Further, the developments in the analytical surface charge expressions of the interaction forces between cuboidal permanent magnets are addressed. Finally, extensions to the surface charge method are proposed, aiming to create a fully 6-DoF permanent magnet interaction model, which can serve as a fast, analytical replacement to the finite element method.
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