Influence of roughness height on the distribution of modeled turbulence statistics in non-aerated skimming flows in steep stepped spillways

Author:

Toro Juan Pablo1ORCID,Blanc Alex1,Moreno-Casas Patricio2,Sepúlveda Sebastián2

Affiliation:

1. Universidad Andres Bello

2. Universidad de los Andes Facultad de Ingeniería y Ciencias Aplicadas: Universidad de los Andes Facultad de Ingenieria y Ciencias Aplicadas

Abstract

Abstract The stepped spillway design is widely used globally for its energy dissipation capabilities through its stepped design and air entrainment capacity, crucial for safe hydraulic structure operation. The most common condition found in stepped spillways is the skimming flow regime. This study numerically investigated the influence of the roughness height (KS) on the distribution of mean flow variables and modeled turbulence statistics in the non-aerated portion of a steep stepped spillway with a constant angle of 51.34°. Three roughness heights of 6.26, 3.13 and 1.57 cm were considered corresponding to a relation step height/horizontal length of 10/8, 5/4 and 2.5/2 (cm/cm), respectively. The results show that profiles of modeled turbulent kinetic energy (TKE) at different step edges can be collapsed into one single curve for relative roughness (Ks/h) smaller than 0.8. For larger ratios of roughness height to water depth, this behavior is not observed and for a given distance away from the wall, values of TKE show a broad range of values, with increasing values as boundary layer grows. A similar trend was obtained for the distribution of TKE along a water column that includes the cavity. The existence of an upper limit for the ratio between the roughness height and the water depth can now be incorporated in the hydraulic design of new steep stepped spillways.

Publisher

Research Square Platform LLC

Reference29 articles.

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2. Amador A, Sánchez-Juny M, Dolz J (2009) Developing flow region and pressure fluctuations on steeply sloping stepped spillways. J Hydraul Eng:1092–1100. https://doi.org/0.1061/(ASCE)HY.1943-7900.0000118

3. Barenblatt GI, Isaakovich BG (1996) Scaling, self-similarity, and intermediate asymptotics: dimensional analysis and intermediate asymptotics (No. 14). Cambridge University Press. https://doi.org/10.1017/CBO9781107050242

4. Anomalous self-similarity in a turbulent rapidly rotating fluid;Baroud CN;Phys Rev Lett,2002

5. Two-phase flow characteristics of stepped spillways;Boes R;J Hydraul Eng,2003

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