Stability test of Hyperloop vehicle in different movement conditions

R. Kowalik, J. Kisilowski, T. Łusiak, Leszek Gil
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Abstract

A mathematical model is presented for the slide as a continuous system along which a moving force from the capsule moves, and the capsule as a discrete system. The displacements of the magnet elements were determined by performing simulations. Simulations were carried out with ANSYS software using FEM (Finite Element Method) calculations. The results will determine the nature of the capsule's movement. The results of the simulations were used to study stability in a technical and stochastic sense (Lyapunov criterion) for non-linear systems, taking into account the conditions present in the magnet and guide element system. Transverse displacements of the electromagnets were used in the technical stochastic stability study. The paper also presents a method for determining technical and stochastic stability for the Hyperloop vehicle for different speeds and taking into account the displacements of the levitation set. The probability of unsteady Hyperloop motion was then determined.
超级高铁车辆在不同运动条件下的稳定性试验
提出了一个数学模型,将滑梯作为一个连续系统,其中来自胶囊的移动力沿其移动,而胶囊作为一个离散系统。通过仿真确定了磁铁元件的位移。利用ANSYS软件进行了有限元模拟计算。结果将决定胶囊运动的性质。仿真结果用于研究技术和随机意义上的非线性系统的稳定性(李雅普诺夫准则),并考虑了磁体和导向元件系统中存在的条件。电磁铁的横向位移用于技术随机稳定性研究。本文还提出了在考虑悬浮装置位移的情况下,确定不同速度下超回路列车技术稳定性和随机稳定性的方法。然后确定了非定常超级高铁运动的概率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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