磁致伸缩线性位移传感器的数学模型

Shmelev Alexander, Yasoveev Vasih
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引用次数: 1

摘要

提出了一种磁致伸缩线性位移传感器的数学模型。研究了基于扭转波的磁致伸缩位移换能器。利用COMSOL Multiphysics软件包建立数学模型。该模型考虑了所有的物理现象,如力学(波导中的机械张力,波导物理尺寸的变化及其扭转),电学(电流脉冲通过磁致伸缩波导的流动),磁性(永磁体的磁场,激励电流脉冲流过的波导产生的磁场)。
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Mathematical model of magnetostrictive linear displacement transducer
This paper presents a mathematical model of a magnetostrictive linear displacement transducer. Magnetostrictive displacement transducers on torsional waves are considered. The developed mathematical model is built using the COMSOL Multiphysics software package. This model takes into account all physical phenomena, such as mechanics (mechanical tension in the waveguide, the change in the physical size of the waveguide and its twisting), electricity (the flow of a current pulse through a magnetostrictive waveguide), magnetism (the magnetic field of a permanent magnet, the magnetic field created by the waveguide through which the excitation current pulse flows).
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