论文标题

MEMS模型的能量最小化器在加强极限中的收敛性

Convergence of energy minimizers of a MEMS model in the reinforced limit

论文作者

Laurençot, Philippe, Nik, Katerina, Walker, Christoph

论文摘要

由于层的厚度倾向于零,因此显示出具有绝缘层的MEMS模型的能量最小化值在限制模型的增强限制中会收敛到极限模型。证明依赖于在此限制下对$γ$限制的识别。

Energy minimizers to a MEMS model with an insulating layer are shown to converge in its reinforced limit to the minimizer of the limiting model as the thickness of the layer tends to zero. The proof relies on the identification of the $Γ$-limit of the energy in this limit.

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