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Tidal energy budget in the Zhujiang(Pearl River) Estuary(ZE) is evaluated by employing high-resolution baroclinic regional ocean modeling system(ROMS). The results obtained via applying the least square method on the model elevations are compared against the tidal harmonic constants at 18 tide stations along the ZE and its adjacent coast. The mean absolute errors between the simulation and the observation of M_2, S_2, K_1 and O_1 are 4.6, 2.8, 3.2 and 2.8 cm in amplitudes and 9.8°, 15.0°, 4.6° and 4.6° in phase-lags, respectively. The comparisons between the simulated and observed sea level heights at 11 tide gauge stations also suggest good model performance. The total tidal energy flux incoming the ZE is estimated to be 343.49 MW in the dry season and larger than 336.18 MW in the wet season, which should due to higher mean sea level height and heavier density in the dry season. M_2, K_1, S_2, O_1 and N_2, the top five barotropic tidal energy flux contributors for the ZE,import 242.23(236.79), 52.97(52.08), 24.49(23.96), 16.22(15.91) and 7.10(6.97) MW energy flux into the ZE in dry(wet) season, successively and respectively. The enhanced turbulent mixing induced by eddies around isolated islands and sharp headlands dominated by bottom friction, interaction between tidal currents and sill topography or constricted narrow waterways together account for the five energy dissipation hotspots, which add up to about 38% of the total energy dissipation inside the ZE. 相似文献
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通过在海洋上混合层温度方程的平流输运项中加入Stokes漂的影响,定量计算了波浪Sokes漂对混合层温度变化的贡献,即Stokes漂对SST变化的影响。结果表明,波浪Stokes漂的平流输运作用对混合层温度变化的贡献与平均流的贡献在量值上处于可比的量级,二者全球平均比值为23.43%,最大比值达到70%。而对于SST变化率的影响也较为显著,加入Stokes漂影响后,SST变化率的最大变化值达到0.989×10-6℃/s,SST变化率的全球平均变化值为0.077 8×10-6℃/s,与SST变化率全球平均量值0.516 2×10-6℃/s相比达到15.07%,是不可忽略的。因此,在对于海洋混合层温度计算过程中,考虑波浪Stokes漂的作用是必要的。 相似文献
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We investigated the Stokes drift-driven ocean currents and Stokes drift-induced wind energy input into the upper ocean using a two-way coupled wave-current modeling system that consists of the Princeton Ocean Model generalized coordinate system (POMgcs), Simulating WAves Nearshore (SWAN) wave model, and the Model Coupling Toolkit (MCT). The Coriolis-Stokes forcing (CSF) computed using the wave parameters from SWAN was incorporated with the momentum equation of POMgcs as the core coupling process. Experimental results in an idealized setting show that under the steady state, the scale of the speed of CSF-driven current was 0.001 m/s and the maximum reached 0.02 m/s. The Stokes drift-induced energy rate input into the model ocean was estimated to be 28.5 GW, taking 14% of the direct wind energy rate input. Considering the Stokes drift effects, the total mechanical energy rate input was increased by approximately 14%, which highlights the importance of CSF in modulating the upper ocean circulation. The actual run conducted in Taiwan Adjacent Sea (TAS) shows that: 1) CSF-based wave-current coupling has an impact on ocean surface currents, which is related to the activities of monsoon winds; 2) wave-current coupling plays a significant role in a place where strong eddies present and tends to intensify the eddy’s vorticity; 3) wave-current coupling affects the volume transport of the Taiwan Strait (TS) throughflow in a nontrivial degree, 3.75% on average. 相似文献
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最大熵原理与海浪波高的统计分布 总被引:10,自引:2,他引:10
将自然界中普遍存在的物理规律──最大熵原理应用于海浪波高的统计分布研究,在两个外部约束条件下,导出了海浪波高服从Weibull分布。借此说明,Rayleigh分布用以描述实际海浪的波高有其物理上的必然偏差,作为一种经验分布经常使用的Weibull分布有着深刻的物理根源。并对依赖于水深的经验波高分布进行了可能的物理解释。 相似文献
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海浪波面的信息熵与海浪的谱宽度参量 总被引:6,自引:0,他引:6
将信息熵(InformationEntropy)引入到浪波面的研究,通过谱的参量化,建立了谱宽度参量P,R,ε^2,v^2与它们对应的信息熵之间的关系,这些谱宽度参量,皆可引人到波面与波高的分布函数之中,并指出谱宽度参量具有熵的含义,给出了海浪波面熵的一种合理表示。 相似文献