Multi-connected boundary conditions in solid mechanics and surgery theory
Abstract
Boundary conditions are critical to the partial differential equations (PDEs) as they constrain the PDEs ensuring a unique and well defined solution. Based on combinatorial and surgery theory of manifolds, we develop multi-element boundary conditions as the generalization of the traditional boundary conditions in classical mechanics: Dirichlet boundary conditions, Neumann boundary conditions and Robin boundary conditions. The multi-element...
Paper Details
Title
Multi-connected boundary conditions in solid mechanics and surgery theory
Published Date
Jul 1, 2021
Journal
Volume
251
Pages
106504 - 106504
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Notes
History