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Numerical Analysis of Hydrodynamic Characteristics of Monopile-type OWT Under Breaking Wave
南方能源建设, 2020 [Introduction] The design waves of Nanhui, Donghai and Dafeng offshore wind farms in China are all in medium water depth and very close to the breaking limit of waves, it is necessary to explore the dynamic response of monopile type offshore wind turbine
ZHOU Lin +3 more
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Imbalance of energy and momentum source terms of the sea wave transfer equation for fully developed seas [PDF]
Ocean Science, 2012 In the concept of full development, the sea wave spectrum is regarded as a nearly stationary solution of the wave transfer equation, where source and sink terms should be in balance with respect to both energy and momentum.
G. V. Caudal
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Ion wave breaking acceleration
Physical Review Accelerators and Beams, 2016 Laser driven ion wave breaking acceleration (IWBA) in plasma wakefields is investigated by means of a one-dimensional (1D) model and 1D/3D particle-in-cell (PIC) simulations.
B. Liu +7 more
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Growth Rate and Energy Dissipation in Wind‐Forced Breaking Waves
Geophysical Research LettersWe investigate the energy growth and dissipation of wind‐forced breaking waves at high wind speed using direct numerical simulations of the coupled air–water Navier–Stokes equations.
Nicolò Scapin +5 more
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Geophysical Research Letters, 2023 Waves critically modulate the air‐sea fluxes, and upper‐ocean thermodynamics in a Tropical Cyclone (TC) system. This study improves the modeling of TC intensification by incorporating non‐breaking wave‐induced turbulence and sea spray from breaking waves
Xingkun Xu +9 more
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Wave Breaking in Dense Plumes [PDF]
Journal of Physical Oceanography, 2014 AbstractSinking dense plumes are important in many oceanographic settings, notably the polar formation of deep and bottom waters. The dense water sources feeding such plumes are commonly affected by tidal modulation, leading to plume variability on short time scales. In a simple unsteady theory of one-dimensional plumes (based on conservation equations
Holland, Paul R. +2 more
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Journal of Applied Mathematics, 2013 This paper studies the wave-breaking criterion for the generalized weakly dissipative two-component Hunter-Saxton system in the periodic setting. We get local well-posedness for the generalized weakly dissipative two-component Hunter-Saxton system.
Jianmei Zhang, Lixin Tian
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Simulation of breaking waves using a second-order fully nonlinear Boussinesq-type model
Shui kexue jinzhan, 2012 A 1 D wave breaking model is developed based on an existing set of second-order fully nonlinearity Boussinesq equations.The discretized equations are solved numerically on a staggered grid using a higher-order finite difference scheme.The non-reflective ...
FANG Ke-zhao, ZOU Zhi-li
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A Computation Model for Coast Wave Motions with Multiple Breakings
Journal of Marine Science and EngineeringThis paper presents a computational model for coast wave motions with multiple wave breakings. In the Boussinesq model, the wave breaking judgment method is combined with the wave recovery judgment condition, which stops the wave breaking process when ...
Hongwei Bian, Zhili Zou, Sheng Yan
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A SHORELINE MODEL FOR BREAKING WAVES [PDF]
Coastal Engineering Proceedings, 2011 In order to simulate the wave motion and, in turn, the flow, within the nearshore region, in the last decades the derivation and the application of depth-integrated type of models have been widely investigated and developed. However, in such models, the problems of facing wave breaking and the moving shoreline are not trivial and therefore several ...
C. LO RE +2 more
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