Technical Papers
Jan 28, 2012

Use of Index Gradients and Default Tailwater Depth as Aids to Hydraulic Modeling of Flow-Through Rockfill Dams

Publication: Journal of Hydraulic Engineering
Volume 138, Issue 8

Abstract

To assess the potential for unraveling failure of flow-through rockfill dams, a systematic study of three aspects of the hydraulic design of these structures was conducted. First, the gradient that is most useful in independently computing the height of the point of first flow emergence was established. The proposed method is based on the idea of the angle of the emergent flow field within the toe of the structure. Secondly, as a result, this study presents a method for independently computing the variation in hydraulic head within the vertical that allows the toe of the structure (i.e., downstream from the vertical associated with first flow emergence) to be isolated. This is based in part on a separate parametric study of 24 numerically simulated flow-through rockfill dams. Thirdly, the gradient that allows for the independent estimation of the default tailwater depth is presented and verified, with the help of laboratory results. The hope is that these three computational tools will facilitate the design and assessment of flow-through rockfill structures, as a particular class of pseudohydraulic structure.

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References

Bari, R., and Hansen, D. (2002). “Application of gradually-varied flow algorithms to simulate buried streams.” J. Hydraul. Res., 40(6), 673–683.
Canadian Dam Association (CDA). (2007). “Technical bulletin on dam safety.” Sub-section 8.5, Geotechnical Considerations, Edmonton, AB.
Cedergren, H. R. (1989). Seepage drainage and flow nets, 3rd Ed., Wiley, New York.
Chow, V. T. (1959). Open-channel hydraulics, McGraw-Hill, New York.
de Prony, R. (1804). Recherches physico-mathématiques sur la théorie des eaux courantes, Imperial Press, Paris.
Ergun, S. (1952). “Fluid flow through packed columns.” Chem. Eng. Prog.CEPRA8, 48(2), 89–94.
Fand, R. M., and Thinakaran, R. (1990). “The influence of the wall on flow through pipes packed with spheres.” J. Fluids Eng.JFEGA4, 112(1), 84–88.
Forchheimer, P. (1901). “Wasserbewegung durch boden.” Zeits. V. deutsch. Ing., 45, 1782–1788.
George, G., and Hansen, D. (1992). “Conversion between quadratic and power law for non-Darcy flow.” J. Hydraul. Eng.JHEND8, 118(5), 792–797.
Gerodetti, M. (1981). “Model studies of an overtopped rockfill dam.” Water Power and Dam Construction, Sept., 25–31.
Hansen, D. (1992). “The behavior of flowthrough rockfill dams.” Ph.D. thesis, Univ. of Ottawa, Dept. of Civil Engineering, Ottawa.
Hansen, D., and Bari, R. (2002). “Uncertainty in the water surface profile of a buried stream flowing under coarse material.” J. Hydraul. Eng.JHEND8, 128(8), 761–773.
Hansen, D., Garga, V. K., and Townsend, D. R. (1995). “Selection and application of one-dimensional non-Darcy flow equation for two-dimensional flow through rockfill embankments.” Can. Geotech. J.CGJOAH, 32(2), 223–232.
Hansen, D., and Roshanfekr, A. (2012). “Assessment of potential for seepage-induced unraveling failure of flow-through rockfill dams.” Int. J. Geomech., in press.
Hansen, D., Zhao, W. Z., and Han, S. Y. (2005). “Hydraulic performance and stability of coarse rockfill deposits.” Proc., Inst. Civ. Eng. Water Manage., 158(4), 163–175.
Leps, T. M. (1973). “Flow through Rockfill.” In Embankment-dam engineering, Hirschfeld, R. C., ed., Wiley, New York.
McCorquodale, J. A., Hannoura, A. A., and Nasser, M. S. (1978). “Hydraulic conductivity of rockfill.” J. Hydraul. Res., 16(2), 123–137.
Parkin, A. K. (1963). “Rockfill dams with inbuilt spillway: Part I, Hydraulic characteristics.” Bulletin 6, Univ. if Melbourne and Water Research Foundation of Australia, Melbourne, Australia.
Parkin, A. K., Trollope, D. H., and Lawson, J. D. (1966). “Rockfill structures subject to water flow.” J. Soil Mech. Found. Div.JSFEAQ, 92(6), 135–151.
Sharp, B. B., and James, J. P. (1963). “Spatially varied flow at the toe of a rock-fill slope.” Proc., 1st Australasian Conf. on Hydraulics and Fluid Mechanics, Perth, Australia.
Stephenson, D. (1979). Rockfill in hydraulic engineering, Elsevier, Amsterdam.
Townsend, R. D., Garga, V. K., and Hansen, D. (1991). “Finite difference modeling of the variation in piezometric head within a rockfill embankment.” Can. J. Civ. Eng.CJCEB8, 18(2), 254–263.
Vazquez, J. L. (2007). The porous medium equation: Mathematical theory, Oxford Univ. Press, New York.
Wilkins, J. K. (1956). “The flow of water through rockfill and its application to the design of dams.” Proc., 2nd Australia–New Zealand Conference on Soil Mechanics & Foundation Eng.
Wright, D. E. (1968). “Nonlinear flow through granular media.” J. Hydr. Div.JYCEAJ, 94(4), 851–872.

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Published In

Go to Journal of Hydraulic Engineering
Journal of Hydraulic Engineering
Volume 138Issue 8August 2012
Pages: 726 - 735

History

Received: Aug 30, 2011
Accepted: Jan 26, 2012
Published online: Jan 28, 2012
Published in print: Aug 1, 2012

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Authors

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David Hansen [email protected]
Associate Professor, Dept. of Civil & Resource Engineering, Dalhousie Univ., Halifax, NS B3H 4R2, Canada (corresponding author). E-mail: [email protected]
Ali Roshanfekr
Doctoral Candidate, Dept. of Civil & Resource Engineering, Dalhousie Univ., Halifax, NS B3H 4R2, Canada.

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