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Coupling of Hydrodynamic and Wave Models: Case Study for Hurricane Floyd (1999) Hindcast

机译:水动力模型和波浪模型的耦合:飓风弗洛伊德(1999)后援的案例研究

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This paper demonstrates a practical application of coupling a hydrodynamic model with a wave model for the calculation of storm tide elevations in the St. Johns River (Northeastern Florida). Hurricane Floyd (1999) is chosen as the storm of interest due to its track which paralleled the northeast coast of Florida without making a direct landfall on the St. Johns River. The advanced circulation (ADCIRC) numerical code is applied as the hydrodynamic model for the computation of two-dimensional circulation resulting from astronomic tides and meteorologically induced storm surge. The simulating waves nearshore (SWAN) numerical code is applied as the wave model for the computation of wind-induced waves. Two model implementations are considered in order to investigate the effect of short wave contributions on the overall storm tide water level: (1) a one-way coupling procedure that transfers gradient of wave radiation stresses from SWAN to ADCIRC; and (2) a two-way coupling procedure that builds on the former to include feedback of water levels and currents from ADCIRC to SWAN. Simulated storm tide elevations are compared to historical National Ocean Service data to result in two major conclusions: (1) wind-induced waves play a significant role in the storm tide (contributing 10-15% of the peak water level), namely with respect to the transfer of momentum from the dissipation of short waves to the long-wave motion of the storm surge; and (2) a local-scale hydrodynamic model requires the application of a hydrograph boundary condition in order to account for the remote effects of the storm surge response.
机译:本文演示了将水动力模型与波浪模型耦合用于计算圣约翰斯河(佛罗里达州东北部)的风暴潮高程的实际应用。弗洛伊德飓风(1999)被选为关注风暴,因为它的轨迹与佛罗里达州东北海岸平行,而没有直接降落在圣约翰斯河上。应用先进循环(ADCIRC)数值代码作为水动力模型来计算由天文学潮汐和气象诱发的风暴潮产生的二维环流。将近海模拟波(SWAN)数值代码作为波浪模型来计算风浪。为了研究短波贡献对整体风暴潮水位的影响,考虑了两种模型实现:(1)一种单向耦合程序,将波辐射应力的梯度从SWAN传递到ADCIRC; (2)基于前者的双向耦合程序,包括从ADCIRC到SWAN的水位和水流的反馈。将模拟的风暴潮高程与国家海洋服务局的历史数据进行比较,得出两个主要结论:(1)风浪在风暴潮中起着重要作用(占峰值水位的10-15%),即从短波消散到风暴潮的长波运动的动量转移; (2)局部尺度的水动力模型需要应用水文边界条件,以解决风暴潮响应的远程影响。

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