Water wave diffraction by a surface strip (2007)
Gayen, Rupanwita, Mandal, BN, Chakrabarti, A
The two-dimensional problem of wave diffraction by a strip of arbitrary width is investigated here in the context of linearized theory of water waves by reducing it to a pair of Carleman-type...
Water wave scattering by two sharp discontinuities in the surface boundary conditions (2006)
Gayen, Rupanwita, Mandal, BN, Chakrabarti, A
The problem of water wave scattering by two sharp discontinuities in the surface boundary conditions involving infinitely deep water is examined here by reducing it to two coupled Carleman-type...
Water-wave Scattering by an Ice-strip (2005)
Gayen (Chowdhury), Rupanwita, Mandal, BN, Chakrabarti, A
The problem of water-wave scattering by a strip of ice-cover floating on the surface of deep water is investigated here. The ice-cover is modelled as a thin elastic plate of very small thickness. The...
The Dock Problem Revisited (2005)
Chakrabarti, A, Mandal, BN, Gayen, Rupanwita
The well-known semi-infinite dock problem of the theory of scattering of surface water waves is reexamined and known results are recovered by utilizing a Fourier type of analysis, giving rise to...
A Generalisation to the Hybrid Fourier Transform and Its Application (2003)
The hybrid Fourier transform, involving a linear combination of the cosine and sine functions as its kernel, is generalised for discontinuous but integrable functions, in the half-range comprising of...
A unified approach to problems of scattering of surface water waves by vertical barriers (1997)
Chakrabarti, A, Banerjea, S, Mandal, BN, Sahoo, T
A unified analysis involving the solution of multiple integral equations via a simple singular integral equation with a Cauchy type kernel is presented to handle problems of surface water wave...
Solution of the problem of scattering of water waves by a nearly vertical plate (1994)
Bharathi, Vijaya L, Chakrabarti, A, Mandal, BN, Banerjee, S
An approximate solution is determined for the problem of scattering of water waves by a nearly vertical plate, by reducing it to two mixed boundary-value problems (BVP) for Laplace's equation, using...