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Added resistance using Salvesen–Tuck–Faltinsen strip theory and the Kochin function by Amini-Afshar, Mostafa; Bingham, Harry B. is a Engineering article available to read on EtoBox.

What is Added resistance using Salvesen–Tuck–Faltinsen strip theory and the Kochin function about?

It is now more than half a century since the development of the renowned and well-established strip theory of Salvesen-Tuck-Faltinsen (STF), Salvesen et al.(1970). One of the existing, and widely used, methods for calculating the wave drift force (zero-speed case), or added resistance (forward-speed case), within this strip theory, is a near-field formulation which was developed by Salvesen himself in Salvesen (1974), Salvesen (1978). This method invokes a weak-scattererassumption to drop one term, and also approximates the exponential terms as constant in the integrals over each two-dimensional ship section. These approximations are essentially a longwave assumption Salvesen (1974). The main objective of this paper, which has been entirely inspired by the method of Kashiwagi et al. (2010), is to apply a far-fieldformulation, in the context of STF strip theory, without the above-mentioned assumptions. This far-field method is implemented following Maruo (1960b), Maruo (1963) and employs the Kochin function Kochin (1936) to express the wave kinematics in the far field. The necessary ingredients for this method are obtained by an implementation of STF theory using a low-order Boundar

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Author

Amini-Afshar, Mostafa; Bingham, Harry B.

Publisher

Elsevier Science; Elsevier ; Elsevier Ltd.; Elsevier BV (ISSN 0141-1187)

Published

2021

Language

EN

Field

Engineering (Physical Sciences)