Comparative Study of Explicit Solutions to Wave Dispersion Equation

スポンサーリンク

概要

• 論文の詳細を見る

• The dispersion equation in the Airy wave theory is a transcendental equation, which usually requires an iterative technique to obtain a numerically exact solution of wave length for a given wave period and water depth. As an alternative, various kinds of approximate and explicit solutions (AESs ) have been proposed. This paper presents the results of a comparative study on errors of 30 AESs, including 10 new ones. The conclusions are that in case of the AESs valid for a whole range of water depth conditions, one of the AESs proposed in this study has an maximum error of around ± 0.0001 %, which is more proper than the others in its accuracy and compactness of solution, and that neither of the AESs applicable only to a restricted water depth condition may be recommended for use due to inconvenience associated with a restrictive condition.

• 愛媛大学の論文

著者

• Yamaguchi Masataka

  Engineering For Production And Environment Graduate School Of Science And Engineering Ehime Universi

• NONAKA Hirokazu

  Department of Civil and Environmental Engineering, Faculty of Engineering, Ehime University

• Nonaka Hirokazu

  Department Of Civil And Environmental Engineering Faculty Of Engineering Ehime University

関連論文

• Comparative Study of Explicit Solutions to Wave Dispersion Equation

スポンサーリンク