Motions Of Floating Bodies In Time Harmonic
Waves
Author(s)
S.H. Mousavizadegan, M. Rahman & M.G. Satish
Abstract
A numerical scheme based on the boundary integral equation method is developed
to obtain the motion of floating bodies in time harmonic waves. It is assumed that
the fluid is homogeneous, inviscid and incompressible, the flow is irrotational and
the motions are small. The approach has been to formulate the associated problems
with the motion of floating bodies in time harmonic waves as integral equations,
modify the kernels of the integral equations to make them non-singular, discretize
the integral equations using the Gaussian quadrature formula, solve the systems of
linear complex algebraic equations for the velocity potentials and find the hydrodynamic
characteristics regarding the motion of the body
Keywords
Related Book
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