2019
DOI: 10.1016/j.apor.2018.11.002
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Hydrodynamic performance of a T-shaped floating breakwater

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Cited by 50 publications
(9 citation statements)
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“…Masoudi and Zeraatgar (2016) employed the method of separation of variables, including eigen-function expansion method, in which radiation and diffraction problem is solved in three sub-domains in order to study hydrodynamic characteristics, such as added mass and damping coefficients as well as exciting forces, of a two-dimensional rectangular FB in water of finite depth and infinite domain. Deng et al (2019) used a semi-analytical method to study hydrodynamic performance of a T-type FB. The effects of the height and setup position of vertical screen on the dynamic response and hydrodynamic characteristics of the breakwater are discussed.…”
mentioning
confidence: 99%
“…Masoudi and Zeraatgar (2016) employed the method of separation of variables, including eigen-function expansion method, in which radiation and diffraction problem is solved in three sub-domains in order to study hydrodynamic characteristics, such as added mass and damping coefficients as well as exciting forces, of a two-dimensional rectangular FB in water of finite depth and infinite domain. Deng et al (2019) used a semi-analytical method to study hydrodynamic performance of a T-type FB. The effects of the height and setup position of vertical screen on the dynamic response and hydrodynamic characteristics of the breakwater are discussed.…”
mentioning
confidence: 99%
“…Several researchers have investigated the problems of water wave interaction with the rigid/porous breakwaters using numerical and analytical approaches based on the linear wave-structure interaction theory (Hu et al [4], Deng et al [5], Koley et al [6], Koley and Panduranga [7]). Mei and Black [8] applied the variational method to study the scattering of gravity waves by rectangular surface-piercing and bottom-founded breakwater under the action of regular normal incident waves.…”
Section: Introductionmentioning
confidence: 99%
“…On top of these four categories, three more types of floating breakwaters were introduced in [6]: frame-type, horizontal-plate type, and other types. Special crosssection shapes, such as inverse T-shape [7], π-shape [8], and twin horizontal cylinders [9] were also developed. In addition, floating breakwaters can be interconnected multibody systems.…”
Section: Introductionmentioning
confidence: 99%
“…−ω 2 (M + A(ω)) + iω(B ext + B(ω)) + (C + C ext ) X(ω) = F(ω) (7) with M the inertia matrix, A(ω) the added mass matrix, B ext the external damping matrix, and B(ω) the potential damping matrix. C is the hydrostatic restoring force and moment matrix, and C ext is the external stiffness matrix, representing the effect of the mooring system.…”
mentioning
confidence: 99%