Mathematical and Numerical Modeling of the AquaBuOY Wave Energy Converter

First Page		Document Content
Date: 2015-03-23 09:45:51 Calculus Waves Ordinary differential equations Wind wave Damping Coulomb damping Index of wave articles Landau damping Physics Physical oceanography Water waves		Mathematical and Numerical Modeling of the AquaBuOY Wave Energy Converter Add to Reading List Source URL: www.fields.utoronto.ca Download Document from Source Website File Size: 653,99 KB Share Document on Facebook

	Long wave expansions for water waves over random topography Anne de Bouard1 , Walter Craig2 , Oliver D´ıaz-Espinosa2 , Philippe Guyenne3 and Catherine Sulem4 1 Centre DocID: 1uHyy - View Document
	Fabio Pusateri*, . Global existence for water waves in two dimensions. We consider the water waves system for the evolution of a perfect fluid with a free surface, in 2 spatial dimen DocID: 1uDz9 - View Document
	Hamiltonian long wave expansions for water waves over a rough bottom Walter Craig ∗ Department of Mathematics and Statistics McMaster University Philippe Guyenne † DocID: 1uxua - View Document
	Feature-Based Vector Simulation of Water Waves Qizhi Yu, Fabrice Neyret, Anthony Steed To cite this version: Qizhi Yu, Fabrice Neyret, Anthony Steed. Feature-Based Vector Simulation of Water Waves. Computer Animation and DocID: 1sYXf - View Document
	Why Don’t Merchant Ships Encounter Very Extreme Sea States (VESS) More Frequently? Vincent J. Cardone, Andrew T. Cox, B. T. Callahan and Michael A. Morrone Oceanweather Inc., Cos Cob, Connecticut DocID: 1ru71 - View Document