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首页> 外文期刊>IEEE Transactions on Magnetics >Mechanical Deformation and Body Force Density Due to the Generalized Korteweg–Helmholtz Force Density Method Employing the Virtual Air-Gap Scheme
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Mechanical Deformation and Body Force Density Due to the Generalized Korteweg–Helmholtz Force Density Method Employing the Virtual Air-Gap Scheme

机译:使用虚拟气隙方案的广义Korteweg-Helmholtz力密度方法导致的机械变形和体力密度

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摘要

A generalized Korteweg–Helmholtz (GKH) force density method was implemented incorporating the virtual air-gap scheme and the finite-element method for evaluating magnetic body force density and mechanical deformation. Until now, several generalized force calculation methods adopting the virtual air-gap scheme have been developed and successfully applied to contact and mechanical deformation problems. The KH force density method is well known and can be derived with theoretical completeness, and it can be changed into the tensor formulation for calculating force density and total force on the electromagnetic body. This KH is numerically stable compared with the conventional Maxwell (MX) stress tensor method, because it adopts the tensor difference at an interface. However, the KH also has difficulty calculating the contact force density and body force density. Therefore, here, we developed the GKH force density method employing the virtual air-gap scheme. In addition, the mechanical deformation was tested quantitatively and compared with those from the conventional force calculation methods, including the MX, the KH, the equivalent magnetic charge method, and the Kelvin force density method. To verify the mechanical deformation due to the GKH, we implemented the GKH and compared the mechanical deformations between the several numerical results.
机译:结合虚拟气隙方案和有限元方法,采用通用的Korteweg-Helmholtz(GKH)力密度方法来评估磁体力密度和机械变形。到目前为止,已经开发了几种采用虚拟气隙方案的广义力计算方法,并将其成功地应用于接触和机械变形问题。 KH力密度方法是众所周知的,可以从理论上完整地推导出来,可以将其更改为张量公式,以计算电磁体上的力密度和总力。与传统的Maxwell(MX)应力张量方法相比,该KH在数值上是稳定的,因为它在界面处采用了张量差。但是,KH也难以计算接触力密度和体力密度。因此,在这里,我们开发了使用虚拟气隙方案的GKH力密度方法。此外,对机械变形进行了定量测试,并将其与常规力计算方法(包括MX,KH,等效磁力法和开尔文力密度法)的机械变形进行了比较。为了验证由于GKH引起的机械变形,我们实施了GKH并比较了几个数值结果之间的机械变形。

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