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基于浅水方程的硇洲岛海域二维潮流数值模拟 被引量:1

2D numerical simulation of tidal current in the sea around Naozhou island based on shallow water equation
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摘要 以浅水方程为控制方程,对硇洲岛海域潮汐潮流进行了数值模拟。采用有限单元法离散求解浅水方程,将底坡源项归并到压力方程,保证了数值解具有和谐性;在限制水深法的基础上进行水深梯度修正,保证动量守恒,准确模拟了干湿变化过程;根据特征线理论建立边界潮位和潮流流速的关系,使得边界变量满足相容条件。研究结果表明:硇洲岛海域潮流为往复流,临近东海岛处海域流向呈NE-SW向,临近雷州湾处海域流向呈NW-SE向。 The tidal current around Naozhou island is simulated with the shallow equation. The governing equations are discretized by a fractional finite element method using a characteristic-Galerkin procedure. In order to maintain the "well-balanced" property, the bottom slope source term was merged into the pressure equation. Moreover, a local bed slope modification technique is employed in drying-wetting interface treatments, the gradient of water depth was modified to ensure momentum conservation. Then the relationship between tidal level and velocity at the boundary was established based on the characteristic theory to ensure the accuracy of simulation. The results show that the tidal current around Naozhou island is the reciprocating-flow.The tidal current near the Donghai island flows along the NE-SW direction, while flows along the NW-SE direction near Leizhou bay.
作者 陶祥海 徐达艺 TAO Xiang-hai;XU Da-yi(Zhanjiang Branch Bureau,Guangdong Power Grid Co.,Ltd.,Zhanjiang 524005,China)
出处 《海洋环境科学》 CAS CSCD 北大核心 2020年第6期867-873,共7页 Marine Environmental Science
基金 广东电网有限责任公司科技项目(GDKJXM20172808)。
关键词 潮流 浅水方程 有限单元法 和谐性 干湿边界 tidal current shallow water equation finite element method harmoniousness dry-wet boundary
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  • 1殷忠斌,陈明剑,李树华,郭芝兰.北部湾潮汐数值计算参数的试验[J].广西科学,1996,3(2):71-74. 被引量:4
  • 2夏华永,林迪洋,钮智旺.湛江湾填海工程对海床冲淤的影响预测[J].海洋通报,2007,26(1):61-66. 被引量:9
  • 3Blumberg A F. A primer for Ecomsed[M]. America: Hydroqual, Inc, 2002. 1-188.
  • 4Chen Changsheng, Beardsley R, Franks P J S. A 3-D prognostic numerical model study of the Georges Bank ecosystem. Part Ⅰ: physical model[J]. Deep Sea Research Part Ⅱ: Topical Studies in Oceanography, 2001, 48(1-3): 419-456.
  • 5Ezer T, Mellor G L. Sensitivity studies with the North Atlantic sigma coordinate Princeton Ocean Model[J]. Dynamics of Atmospheres and Oceans, 2000, 32(3-4): 185-208.
  • 6夏华永,殷忠斌,郭芝兰,陈明剑.北部湾三维潮流数值模拟[J].海洋学报,1997,19(2):21-31. 被引量:31
  • 7曹永华.[D].天津大学,2003,25—37.
  • 8Kolar R L, Westerink J J, CanteEn M E, et al. Aspects of nonlinear simulations using shallow water models based on the wave continuity equation[J].Computers and Fluids, 1994,23(3) :523- 538.
  • 9Luettich R A,Hu J S, Westerink J J. The development of the direct stress solution technique for three - dimensional hydrodynamic models using finite elements[J]. International Journal for Numerical Methods in Fluids, 1994,19:295- 319.
  • 10陈达森.湛江湾海域环境质量和海洋生态[J].海洋渔业,1999,21(3):125-126. 被引量:3

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