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Analysis and numerical simulation of magnetic forces between rigid polygonal bodies. Part II: Numerical simulation

机译:刚性多边形体之间的磁力分析和数值模拟。第二部分:数值模拟

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The analysis of magnetoelastic phenomena is a field of active research. Formulae for the magnetic force in macroscopic systems have been under discussion for some time. In Popovic et al. (Continum. Mech. Thermodyn. 2007), we rigorously justify several of the available formulae in the context of rigid bodies in two and three space dimensions. In the present, second part of our study, we investigate these formulae in a series of numerical experiments in which the magnetic force is computed in dependence on the geometries of the bodies as well as on the distance between them. In case the two bodies are in contact, i.e., in the limit as their distance tends to zero, we focus especially on a formula obtained in a discrete-to-continuum approximation. The aim of our study is to help clarify the question which force formula is the correct one in the sense that it describes nature most accurately and to suggest adequate real-life experiments for a comparison with the provided numerical data.
机译:磁弹性现象的分析是积极研究的领域。宏观系统中的磁力公式已经讨论了一段时间。在Popovic等。 (Continum。Mech。Thermodyn。2007),我们严格地论证了在两个和三个空间维度上的刚体上下文中的几个可用公式。在目前的研究的第二部分中,我们将在一系列数值实验中研究这些公式,其中,磁力的计算取决于物体的几何形状以及它们之间的距离。如果两个物体接触,即由于它们的距离趋于零而处于极限,则我们特别关注以离散到连续的近似值获得的公式。我们研究的目的是从最准确地描述自然的意义上帮助澄清哪个力公式是正确的问题,并提出适当的实际实验以与提供的数值数据进行比较。

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