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A Mesh Deformation Technique Based on Solid Mechanics for Parametric Analysis of High-Frequency Devices With 3-D FEM

机译:基于固体力学的网格变形技术,用于基于三维有限元的高频设备参数分析

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摘要

In this paper, a versatile technique for mesh deformation is discussed, targeted at the electromagnetic (EM) field simulation of high-frequency devices using the 3-D finite element method (FEM). The approach proposed applies a linear elasticity model to compute the displacements of the internal mesh nodes in 3-D when the structure geometry is changed. The technique is compared with an alternative approach based on harmonic radial basis functions. It is shown that the numerical effort needed to solve the mechanical problem is small compared with the EM simulation. The proposed mesh deformation technique is verified using the examples of a parametric analysis of high-frequency devices with the 3-D FEM method. The numerical tests demonstrate that the proposed method is fast and gives high-quality meshes, even for very large deformations of geometry. We show that the benefit of the application of mesh deformation techniques is the elimination of the remeshing noise that appears in the parametric analysis of high-frequency circuits with mesh-based methods.
机译:本文讨论了一种通用的网格变形技术,针对使用3-D有限元方法(FEM)的高频设备的电磁(EM)场仿真。所提出的方法应用线性弹性模型来计算当结构几何形状改变时3-D内部网格节点的位移。将该技术与基于谐波径向基函数的替代方法进行了比较。结果表明,与EM仿真相比,解决机械问题所需的数值努力很小。通过使用3-D FEM方法对高频设备进行参数分析的示例,验证了所提出的网格变形技术。数值测试表明,即使几何变形非常大,所提方法仍能快速给出高质量的网格。我们表明,应用网格变形技术的好处是消除了基于网格方法对高频电路的参数分析中出现的重塑噪声。

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