The aim of this thesis is to develop methods for well-approximating boundaries of complicated domains in numerical PDE schemes. The main interest is in methods which can be applied to numerically solve a system of equations representing the behavior of granular materials. All considered methods are immersed boundary finite volume methods. A Cartesian cut-cell method is applied. Here, one starts fr...
Paperback: 141 pages
Publisher: Fraunhofer Verlag (October 14, 2016)
Product Dimensions: 5.8 x 0.4 x 8.2 inches
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