Raviart-Thomas Approximations for Variational Hydroacoustics Problems

doi:10.1007/978-3-642-55856-6_87

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Raviart-Thomas Approximations for Variational Hydroacoustics Problems

A. Shynkarenko, Vitaly Horlatch

2003

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Key Takeaway

Key Takeaway: This paper presents a finite-element method for solving variational hydroacoustic problems, proving correctness of the problem and constructing Raviart-Thomas approximations on triangular finite elements.

Abstract

This paper presents numerical solution of hydroacoustic problem in terms of displacements by means of finite-element method. We have proven correctness of the variational problem, constructed Raviart-Thomas approximations on triangular finite elements, performed numerical analysis of the solutions.

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