Robust and parallel scalable iterative solutions for large-scale finite cell analyses
Abstract
The finite cell method is a highly flexible discretization technique for numerical analysis on domains with complex geometries. By using a non-boundary conforming computational domain that can be easily meshed, automatized computations on a wide range of geometrical models can be performed. Application of the finite cell method, and other immersed methods, to large real-life and industrial problems is often limited due to the conditioning...
Paper Details
Title
Robust and parallel scalable iterative solutions for large-scale finite cell analyses
Published Date
Sep 4, 2018
Journal
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Notes
History