A mixed boundary-value problem associated with scattering of surface water waves by a vertical barrier with a gap of an arbitrary length is solved completely by the aid of the solution of a special logarithmic singular integral equation in the domain (a,b), which has bounded behaviour at both the end points a(> 0) and b. The reflection coefficient is obtained analytically and its numerical values are presented graphically, for different values of the ratio of the width of the gap to the position of the gap. The present method of solution replaces the existing methods, which are either more elaborate or approximate in nature
We study the reflection of membrane-coupled gravity waves in deep water against a vertical barrier w...
We study the reflection of membrane-coupled gravity waves in deep water against a vertical barrier w...
An exact solution is derived for a boundary-value problem for Laplace's equation which is a generali...
A mixed boundary-value problem associated with scattering of surface water waves by a vertical barri...
Explicit solutions are rarely available for water wave scattering problems. An analytical procedure ...
The problem of scattering of two dimensional surface water waves by a partially immersed rigid plane...
The problem of scattering of two dimensional surface water waves by a partially immersed rigid plane...
A large class of scattering problems of surface water waves by vertical barriers lead to mixed bound...
A unified analysis involving the solution of multiple integral equations via a simple singular integ...
The mixed boundary-value problem arising in the study of scattering of two-dimensional time-harmonic...
The mixed boundary-value problem arising in the study of scattering of two-dimensional time-harmonic...
A unified analysis involving the solution of multiple integral equations via a simple singular integ...
Using a modified Green's function technique the two well-known basic problems of scattering of surfa...
Using a modified Green's function technique the two well-known basic problems of scattering of surfa...
We study the reflection of membrane-coupled gravity waves in deep water against a vertical barrier w...
We study the reflection of membrane-coupled gravity waves in deep water against a vertical barrier w...
We study the reflection of membrane-coupled gravity waves in deep water against a vertical barrier w...
An exact solution is derived for a boundary-value problem for Laplace's equation which is a generali...
A mixed boundary-value problem associated with scattering of surface water waves by a vertical barri...
Explicit solutions are rarely available for water wave scattering problems. An analytical procedure ...
The problem of scattering of two dimensional surface water waves by a partially immersed rigid plane...
The problem of scattering of two dimensional surface water waves by a partially immersed rigid plane...
A large class of scattering problems of surface water waves by vertical barriers lead to mixed bound...
A unified analysis involving the solution of multiple integral equations via a simple singular integ...
The mixed boundary-value problem arising in the study of scattering of two-dimensional time-harmonic...
The mixed boundary-value problem arising in the study of scattering of two-dimensional time-harmonic...
A unified analysis involving the solution of multiple integral equations via a simple singular integ...
Using a modified Green's function technique the two well-known basic problems of scattering of surfa...
Using a modified Green's function technique the two well-known basic problems of scattering of surfa...
We study the reflection of membrane-coupled gravity waves in deep water against a vertical barrier w...
We study the reflection of membrane-coupled gravity waves in deep water against a vertical barrier w...
We study the reflection of membrane-coupled gravity waves in deep water against a vertical barrier w...
An exact solution is derived for a boundary-value problem for Laplace's equation which is a generali...