Central Schemes For Multi-dimensional Hamilton-jacobi Equations

by Nasa Technical Reports Server (ntrs)

2021-01-04 23:38:17

We present new, efficient central schemes for multi-dimensional Hamilton-Jacobi equations. These non-oscillatory, non-staggered schemes are first- and second-order accurate and are designed to scale well with an increasing dimension. Efficiency is ob... Read more
We present new, efficient central schemes for multi-dimensional Hamilton-Jacobi equations. These non-oscillatory, non-staggered schemes are first- and second-order accurate and are designed to scale well with an increasing dimension. Efficiency is obtained by carefully choosing the location of the evolution points and by using a one-dimensional projection step. First-and second-order accuracy is verified for a variety of multi-dimensional, convex and non-convex problems. Less

Book Details

File size9.69 X 7.44 X 0.07 in
Print pages32
PublisherBiblioGov
Publication date August 7, 2013
LanguageEnglish
ISBN9781287292807

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