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| Title |
A Numerical Study of 2D Free-surface Water Wave Equations
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| Type of Resource |
still image
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| Date Created |
2009-05-12
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| Digital Origin |
born digtal
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| Rights Statement |
http://digital.uwyo.edu/copyright.htm
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| Keyword (topic) |
Boundary element methods
cubic mid-interval interpolation method
water wave equation
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| Series Title |
Undergrauate Research Day 2009
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| Creator(s) |
Basden, Michael
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| Contributor(s) |
Lee, Dr. Long
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| Publisher |
University of Wyoming
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| Place of publication |
Laramie, Wyoming
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| Language |
eng
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| Summary |
Boundary element methods are used in numerous engineering and physical applications, including solving the fully nonlinear two dimensional water wave equation. It is often used because it is more efficient than methods that require the discretization of the entire computational domain as the BEM requires only the discretization of the boundary. There are, however, many different methods used. This paper details one method in particular, the cubic mid-interval interpolation method. A Fortran program based on the cubic mid-interval interpolation method is being worked on, and it is hoped that once completed, it will be able to solve the water wave equation efficiently and accurately. The results will then be compared to various asymptotical models such as the Camassa-Holm equation.
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| Notes |
From - Undergraduate Research Day 2009 - Celebration of Research - Abstracts
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