Consistent Nonlinear Mild-Slope Equation Models for Wide-Angle Water Waves Transformation [0.03%]
一致的非线性缓坡方程模型在大角度水波变形中的应用
In-Chul Kim,James M Kaihatu
In-Chul Kim
Parabolic equation models are constrained by their fixed principal propagation direction, limiting wave fields to small angles. To overcome this limitation, this study proposes two modeling approaches based on a new dispersive nonlinear mil...
A Simplified Consistent Nonlinear Mild-Slope Equation Model for Random Waves Propagation and Dissipation [0.03%]
随机波传播和耗散的简化一致非线性轻度坡度方程模型
In-Chul Kim,James M Kaihatu
In-Chul Kim
The model for ocean surface wave propagation can be formulated either in the form of deterministic models or stochastic models. The stochastic models appear to be particularly attractive in the global domain due to their computational effic...
Experimental Modeling of Horizontal and Vertical Wave Forces on an Elevated Coastal Structure [0.03%]
考虑波浪角的海洋平台水平和竖向波动力试验研究模型
Hyoungsu Park,Tori Tomiczek,Daniel T Cox et al.
Hyoungsu Park et al.
A large-scale physical model was created in Oregon State University's Large Wave Flume to collect an extensive dataset measuring wave-induced horizontal and vertical forces on an idealized coastal structure. Water depth was held constant wh...
In-Chul Kim,James M Kaihatu
In-Chul Kim
A new nonlinear frequency-domain model based on the mild-slope equation is outlined. The model is an enhancement over previous work in that a closer correspondence between scaling of nonlinearity and horizontal variation of bathymetry is ma...