Artigo De: cienciavitae
Analysis of Numerical Errors of the Hess Smith Panel Method With Asymmetric Meshes
Journal of Offshore Mechanics and Arctic Engineering
— 2019 — ASME International
Informações chave
Autores:
Publicado em
31 de outubro de 2019
Resumo
<jats:title>Abstract</jats:title><jats:p>Although less accurate in comparison with most of the existing high-order panel methods, the Class Hess Smith panel method is still popular for potential flow calculations due to its simplicity, robustness, and especially efficiency. In the application where the method is adopted for the problems of concern, the method is usually first validated and analyzed for numerical accuracy prior to the application. This is a common practice as also seen in almost all the literature. However, the objects chosen for validation and accuracy analysis are often geometrically symmetric (most typically, spheres) and discretized into symmetric meshes. However, such analysis with symmetric meshes does not actually reveal the numerical errors as the body involved in the problem in concern or the flow around the body may not be symmetrical. In this paper, the numerical errors of the Hess Smith method are systematically analyzed with asymmetrical meshes. The values of various quantities associated with isolated panels and also the entire body are obtained and compared with the Hess Smith panel method does exhibit a very different error pattern.</jats:p>
Detalhes da publicação
Autores da comunidade :
Carlos Guedes Soares
ist11869
Versão da publicação
VoR - Versão publicada
Editora
ASME International
Título do contentor da publicação
Journal of Offshore Mechanics and Arctic Engineering
Primeira página ou número de artigo
021901-10
Volume
142
Fascículo
2
ISSN
0892-7219
Domínio Científico (FOS)
other-engineering-and-technologies - Outras Ciências da Engenharia e Tecnologias
Palavras-chave
- Mechanical Engineering
- Ocean Engineering
Idioma da publicação (código ISO)
eng - Inglês
Identificador alternativo (URI)
http://dx.doi.org/10.1115/1.4045189
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