国家自然科学基金(s50479053)

作品数：3被引量：6H指数：2
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Longshore Currents over Barred Beach with Mild Slope
《China Ocean Engineering》2016年第2期193-204,共12页王彦 邹志利 
financially supported by the National Natural Science Foundation of China(Grant Nos.50479053 and 11272078);the Funds for Creative Research Groups of China(Grant No.51221961)
The laboratory experiment and numerical simulations of wave-driven longshore currents by random waves on barred beaches with slopes of 1：100 and 1：40 were conducted to investigate the bimodal feature of mean longsho...
关键词：barred beach bimodal feature second peak MODELING 
Hyperbolic Mild Slope Equations with Inclusion of Amplitude Dispersion Effect:Random Waves被引量：2
《China Ocean Engineering》2008年第4期595-610,共16页邹志利 金红 
supported by the National Natural Science Foundation of China(Grant Nos.50479053and10672034);the Program for Changjiang Scholars and Innovative Research Teamin University,and thefoundationfordoctoral degree education of the Education Ministry of China
New hyperbolic mild slope equations for random waves are developed with the inclusion of amplitude dispersion. The frequency perturbation around the peak frequency of random waves is adopted to extend the equations fo...
关键词：mild slope equations hyperbolic model random waves nonlinear wave 
Hyperbolic Mild Slope Equations with Inclusion of Amplitude Dispersion Effect:Regular Waves被引量：4
《China Ocean Engineering》2008年第3期431-444,共14页金红 邹志利 
the National Natural Science Foundation of China (Grant Nos .50479053 and10672034);the Programfor Changjiang Scholars and Innovative Research Teamin University;the foundation for doctoral degree education of the Education Ministry of China
A new form of hyperbolic mild slope equations is derived with the inclusion of the amphtude dispersion of nonlinear waves. The effects of including the amplitude dispersion effect on the wave propagation are discussed...
关键词：mild slope equation hyperbolic model nonlinear waves breaking waves 
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