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논문 기본 정보
- 자료유형
- 학술대회자료
- 저자정보
- 발행연도
- 2005.5
- 수록면
- 19 - 24 (6page)
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초록· 키워드
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Recently there has been a growing need for the treatment of the nonlinear water wave problems. In this paper we will present an overview on the finite element method applied to the nonlinear water wave problems, i.e., in ship motions, wave resistance, lifting problems, and initial value problems. The present numerical scheme can be used for the validation of the existing approximate theories, i.e., the KdV and the Boussinesq equations or Green-Naghdi equation as well as for a better prediction for more realistic physical models.
In the paper we discuss the following applications: The finite element method applied to a two dimensional hydrofoil problem. An initial-value problem for a physical model of an axi-symmetric container filled with water freely falling into a flat solid surface. The generation of solitons in shallow water towing-tank near the critical speed as well as a numerical towing tank simulation for arbitrary tank conditions. A sloshing and a diffraction problems. Finally, a brief concluding remark is given. A full account of this paper can be found in [1]
In the paper we discuss the following applications: The finite element method applied to a two dimensional hydrofoil problem. An initial-value problem for a physical model of an axi-symmetric container filled with water freely falling into a flat solid surface. The generation of solitons in shallow water towing-tank near the critical speed as well as a numerical towing tank simulation for arbitrary tank conditions. A sloshing and a diffraction problems. Finally, a brief concluding remark is given. A full account of this paper can be found in [1]
목차
ABSTRACT
NONLINEAR STEADY WAVES DUE TO A TWO-DIMENSIONAL HYDROFOIL
AXI-SYMMETRIC TRANSIENT PROBLEM
NUMERICAL TOWING TANK SIMULATION
NONLINEAR SLOSHING AND DIFFRACTION PROBLEMS
CLOSING REMARKS
REFERENCES
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UCI(KEPA) : I410-ECN-0101-2009-410-014677899