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Stochastic Waves on Regular Lattices

2014
In order to study the phenomenon of noise-induced bistability we have expanded the master equation with respect to the cell volume, and obtained an approximated stochastic differential equation which was more amenable to analytical manipulations. As already remarked, the technique we have used made it possible to capture the multiplicative nature of ...
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Solitary wave solutions for the regularized long-wave equation

Physics of Wave Phenomena, 2012
The regularized long-wave equation has been solved numerically using the collocation method based on the Adams-Moulton method for the time integration and quintic B-spline functions for the space integration. The method is tested on the problems of propagation of a solitary wave and interaction of two solitary waves.
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Fluidized Mud-Wave Interaction under Regular and Irregular Waves

Journal of Coastal Research, 2009
Abstract Although a variety of cross-shore wave transformation models have been developed during recent decades, there is a lack of suitable models that can be applied to soft mud beds offshore. To address this issue, an integrated cross-shore model is introduced.
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Wave Equations for Regular and Irregular Water Wave Propagation

Journal of Waterway, Port, Coastal, and Ocean Engineering, 2008
The Boussinesq equations are often used to simulate irregular nonlinear wave propagation in finite water depth. The mild slope equation is also frequently used for modeling regular linear wave propagation as there is no water depth restriction on it. In this paper a different approach is presented to derive a new set of equations.
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On regular reflection of detonation waves

Fluid Dynamics, 1983
The boundaries of regular reflection of detonation waves by a rigid wall are calculated. It is assumed that detonation is initiated at the point of reflection when a shock wave is incident on the wall at a finite angle in a gas fuel mixture, the detonation propagating instantaneously along the reflected front.
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Regularized Long‐Wave Equation

ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik, 1988
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Regularized Long-Wave Equation

2012
Graham W. Griffiths   +1 more
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CORRIGENDUM. TRANSFORMATION OF REGULAR WAVES.

Proceedings of the Institution of Civil Engineers, 1988
RH SWIFT, JC DIXON
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