Removing the irregular frequencies from integral equations in wave-body interactions
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Publication:4730907
DOI10.1017/S0022112089002636zbMath0681.76023MaRDI QIDQ4730907
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Publication date: 1989
Published in: Journal of Fluid Mechanics (Search for Journal in Brave)
boundary-integral equationsirregular frequenciesclassical Green equationinteraction of regular waves with floating bodiesmodified integral equation
Related Items (11)
A potential flow model with viscous dissipation based on a modified boundary element method ⋮ A transformation of the CVIS method to eliminate the irregular frequency ⋮ Regular wave integral approach to numerical simulation of radiation and diffraction of surface waves ⋮ New formulation of the finite depth free surface Green function ⋮ Semi-analytical solution for second-order wave diffraction by a truncated circular cylinder in monochromatic waves ⋮ PTEBEM for wave drift forces based on hydrodynamic pressure integration ⋮ A method for suppressing the irregular frequencies from integral equations in water wave-structure. Interaction problems ⋮ A weakly singular form of the hypersingular boundary integral equation applied to 3-D acoustic wave problems ⋮ Scattered waves and motions of marine vessels advancing in a seaway ⋮ Diffraction-radiation of regular water waves and irregular frequencies: a straightforward flow-modeling approach and analysis ⋮ A new form of the hypersingular boundary integral equation for 3-D acoustics and its implementation with \(C^0\) boundary elements
Cites Work
- Algorithms for the free-surface Green function
- On an integral equation for the two-dimensional exterior Stokes problem
- Über das Dirichletsche Außenraumproblem für die Helmholtzsche Schwingungsgleichung
- Zur Dirichletschen Randwertaufgabe des Außenraumes der Schwingungsgleichung
- A ring-source/integral-equation method for the calculation of hydrodynamic forces exerted on floating bodies of revolution
- An integral equation for the floating-body problem
- Irregular frequencies and the motion of floating bodies
- On the null-field equations for water-wave radiation problems
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