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A Note on Water Wave Celerities on a Compressible Fluid
Dalrymple, R. A.; Rogers, B. D. Hackensack, N.J.; London; World Scientific 2006 p.3-13
Simplified Nonlinear Boussinesq Modelling of Waves - An Enhancement of Higher Order Harmonics
Yao, Y.; Taylor, P. H.; Borthwick, A. G. L. Hackensack, N.J.; London; World Scientific 2006 p.14-23
Development of a Boussinesq - RANS VOF Hybrid Wave Model
Sitanggang, K. I.; Lynett, P. J.; Liu, P. L.-F. Hackensack, N.J.; London; World Scientific 2006 p.24-35
Initiation of the Breaking Process in Boussinesq-Type Wave Models
Tomasicchio, G. R.; D Alessandro, F.; Veltri, P. Hackensack, N.J.; London; World Scientific 2006 p.36-48
An Efficient Curvilinear Non-Hydrostatic Model for Free-Surface Waves
Wu, C. H.; Choi, D.-Y.; Yuan, H. Hackensack, N.J.; London; World Scientific 2006 p.49-61
Irrotational, Rotational and Turbulent Flows in Breaking Waves
Watanabe, Y.; Saruwatari, A. Hackensack, N.J.; London; World Scientific 2006 p.62-72
Finite Volume Solution of Boussinesq-Type Equations on an Unstructured Grid
El Asmar, W.; Nwogu, O. Hackensack, N.J.; London; World Scientific 2006 p.73-85
Improvements to Shallow Water Frequency Domain Models
Veeramony, J.; Kaihatu, J. M.; Edwards, K. L. Hackensack, N.J.; London; World Scientific 2006 p.86-96
A Hybrid Model for Nearshore Nonlinear Wave Evolution
Edwards, K. L.; Veeramony, J.; Kaihatu, J. M. Hackensack, N.J.; London; World Scientific 2006 p.97-109
A Stochastic Model for Nonlinear Surface Waves over Topography
Janssen, T. T.; Herbers, T. H. C.; Battjes, J. A. Hackensack, N.J.; London; World Scientific 2006 p.110-122