Volume 5 Issue 3
Sep.  2012
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Lei TANG, Wei ZHANG, Ming-xiao XIE, Zhen YU. 2012: Application of equivalent resistance to simplification of Sutong Bridge piers in tidal river section modeling. Water Science and Engineering, 5(3): 316-328. doi: 10.3882/j.issn.1674-2370.2012.03.007
Citation: Lei TANG, Wei ZHANG, Ming-xiao XIE, Zhen YU. 2012: Application of equivalent resistance to simplification of Sutong Bridge piers in tidal river section modeling. Water Science and Engineering, 5(3): 316-328. doi: 10.3882/j.issn.1674-2370.2012.03.007

Application of equivalent resistance to simplification of Sutong Bridge piers in tidal river section modeling

doi: 10.3882/j.issn.1674-2370.2012.03.007
Funds:  This work was supported by the Innovation Project of Graduate Education in Jiangsu Province during 2011 (Grant No. CXZZ11_0449) and the Research Plan Project of Transportation Science in Jiangsu Province (Grant No. 20100714-30HDKY001-2).
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  • Corresponding author: Wei ZHANG
  • Received Date: 2011-08-01
  • Rev Recd Date: 2011-12-06
  • This paper describes some details and procedural steps in the equivalent resistance (E-R) method for simplifying the pier group of the Sutong Bridge, which is located on the tidal reach of the lower Yangtze River, in Jiangsu Province. Using a two-dimensional tidal current numerical model, three different models were established: the non-bridge pier model, original bridge pier model, and simplified bridge pier model. The difference in hydrodynamic parameters, including water level, velocity, and diversion ratio, as well as time efficiency between these three models is discussed in detail. The results show that simplifying the pier group using the E-R method influences the water level and velocity near the piers, but has no influence on the diversion ratio of each cross-section of the Xuliujing reach located in the lower Yangtze River. Furthermore, the simplified bridge pier model takes half the calculation time that the original bridge pier model needs. Thus, it is concluded that the E-R method can be use to simplify bridge piers in tidal river section modeling reasonably and efficiently.

     

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  • Cao, M. X., Gan, X. R., Zhou, F. N., and Wang, X. H. 2006. Numerical modeling of flow field under impact of bridge piers in tidal river. Yangtze River, 37(4), 81-84. (in Chinese)
    Deng, S. Y. 2007. Drag force characteristics and calculation of water flow around pile. China Harbour Engineering, (1), 4-6. (in Chinese)
    Du, Y. N., Shi, H. Y., and Gao, J. 2007. Technology Report of Hydrodynamic Measurement for the Electricity Power Factory in Nantong City. Shanghai: Estuary Bureau of Hydrology and Water Resources Surveying, Bureau of Hydrology, Yangtze River Water Resources Committee. (in Chinese)
    Hu, S. Y., and Tan, W. Y. 1995. Numerical modelling of two-dimensional shallow water flows on unstructured grids. Advances in Water Science, 6(1), 1-9. (in Chinese)
    Li, M. G. 2001. Application of local models in tidal flow numerical simulations. Journal of Waterway and Harbor, 22(2), 61-65. (in Chinese)
    Martin-Vide, J. P., and Prio, J. M. 2005. Backwater of arch bridges under free and submerged conditions. Journal of Hydraulic Research, 43(5), 515-521. [doi: 10.1080/00221680509500149]
    Ministry of Transport of the People’s Republic of China (MTPRC). 1998. Criterion for Load in Port Project (JTJ 215-98). Beijing: China Communications Press. (in Chinese)
    Qi, E. R., Li, G. Y., Li, W., Wu, J., and Zhang, X. 2006. Study of vortex characteristics of the flow around a horizontal circular cylinder at various gap-ratios in the cross-flow. Journal of Hydrodynamics,Ser. B, 18(3), 334-340. [doi: 10.1016/S1001-6058(06)60013-9]
    Sun, Y., and Ruan, W. J. 1988. Characteristics of the river-bed evolution of the lower south branch of the Changjiang Estuary. Journal of Hangzhou University (Nature Science), 15(4), 504-514. (in Chinese)
    Tan, W. Y. 1998. Shallow Water Dynamics Simulation: Application of Finite Volume Method. Beijing: Tsinghua University Press. (in Chinese)
    Tang, S. F. 2002a. Numerical simulation for pile group in numerical water flume of two dimensional tidal flow. China Harbour Engineering, (3), 41-61. (in Chinese)
    Tang, S. F. 2002b. Flow Friction of Pile and Pile Froup and its Apllication on the Tidal Numerical Modelling. Ph. D. Dissertation. Dalian: Dalian University of Technolagy. (in Chinese)
    Wang, J. S. 2010. Flow around a circular using a finite-volume TVD scheme based on a vector transformation approach. Journal of Hydrodynamics, Ser. B, 22(2), 221-228. [doi: 10.1016/S1001-6058(09)60048-2]
    Wu, X. Y., Mao, Z. C., Yu, Z. Y., and Liu, C. Z. 2006. Channel processes of the North Channel of the Changjiang Estuary. Journal of Sediment Research, (2), 46-53. (in Chinese)
    Xie, M. X., Zhang, W., and Xie, H. J. 2008. Simplification method in numerical modeling of bridge pier group. Chinese Journal of Hydrodynamics, 23(4), 464-471. (in Chinese)
    Zhang, W., Wang, B., and Xia, H. F. 2007. Impact of layout of pile groups as foundation for offshore wind power generators upon hydrodynamic Conditions. China Harbour Engineering, (2), 1-4. (in Chinese)
    Zhang, W., Tang, L., and Xie, M. X. 2008. Research on Hydrodynamic and Sedimentation in Harbor of Xinjianghai River Estuary Located in Nantong City. Nanjing: Hohai University Press. (in Chinese)
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