The main goal of this study is investigating the effect of air flow above the free surface on the behavior of gravity current. Lock-release gravity current has been simulated in a channel, by using VOF method, for modeling free surface at the interface of gas and liquid phases. Eulerian approach is used to consider the presence of particles in the flow. The results of simulation with free surface assumption are in a well agreement with the previous experimental results. It is observed that the flows containing particles with larger diameter experience higher deposition rate, due to their higher terminal velocities which are 0.000129m/s, 0.000359m/s and 0.000808m/s for the particles with 12μm, 20μm and 30μm diameters respectively. Increasing the size of particles diameter leads to decrease in the driving force, the front position of flow containing particles with 30μm diameter is 11% less than that of flow containing particles with 12μm diameter, thereby the flow velocity decays quickly. The results show that the presence of particles leads to a reduction in the value of entrainment rate. It is concluded that the velocity of air-phase affects the shape of flow and instabilities. By considering three different values of 0.1m/s, 0.12m/s and 0.18m/s for the air-phase velocity, it is observed that the amount of run-out length, in the case where the air velocity is 0.18m/s, is nearly 3% more than that in other cases at the end of channel, moreover it leads to an increase in the value of entrainment rate.
Khavasi, E., & Firoozabadi, B. (2019). Linear spatial stability analysis of particle-laden stratified shear layers. Journal of the Brazilian Society of Mechanical Sciences and Engineering, 41(6), 246.
Khavasi, E., & Firoozabadi, B. (2018). Experimental study on the interfacial instability of particle-laden stratified shear flows. Journal of the Brazilian Society of Mechanical Sciences and Engineering, 40(4), 193.
Nasr-Azadani, M. M., Meiburg, E., & Kneller, B. (2018). Mixing dynamics of turbidity currents interacting with complex seafloor topography. Environmental Fluid Mechanics, 18(1), 201-223.
Kyrousi, F., Leonardi, A., Roman, F., Armenio, V., Zanello, F., Zordan, J., Juez, C., & Falcomer, L. (2018). Large Eddy Simulations of sediment entrainment induced by a lock-exchange gravity current. Advances in Water Resources, 114, 102-118.
Ottolenghi, L., Adduce, C., Roman, F., & Armenio, V. (2019). Analysis of the flow in gravity currents propagating up a slope. International Journal of Sediment Research, 34(3), 240-250.
Zhao, L., Yu, C., & He, Z. (2019). Numerical modeling of lock-exchange gravity/turbidity currents by a high-order upwinding combined compact difference scheme. International Journal of Sediment Research, 34(3), 240-250.
Nasr-Azadani, M., Hall, B., & Meiburg, E. (2013). Polydisperse turbidity currents propagating over complex topography: comparison of experimental and depth-resolved simulation results. Computers & Geosciences, 53, 141-153
Bonnecaze, R. T., Huppert, H. E., & Lister, J. R. (1993). Particle-driven gravity currents. Journal of Fluid Mechanics, 250, 339-369.
De Rooij, F., & Dalziel, S. (2001). Time‐and space‐resolved measurements of deposition under turbidity currents. Particulate gravity currents, 207-215.
Gladstone, C., Phillips, J., & Sparks, R. (1998). Experiments on bidisperse, constant-volume gravity currents: propagation and sediment deposition. Sedimentology, 45(5), 833-843.
Kane, I. A., McCaffrey, W. D., Peakall, J., & Kneller, B. C. (2010). Submarine channel levee shape and sediment waves from physical experiments. Sedimentary Geology, 223(1-2), 75-85.
Luthi, S. (1981). Experiments on non-channelized turbidity currents and their deposits. Marine Geology, 40(3-4), M59-M68.
Peakall, J., Amos, K. J., Keevil, G. M., Bradbury, P. W., & Gupta, S. (2007). Flow processes and sedimentation in submarine channel bends. Marine and Petroleum Geology, 24(6-9), 470-486.
Cantero, M. I., Balachandar, S., Cantelli, A., Pirmez, C., & Parker, G. (2009). Turbidity current with a roof: Direct numerical simulation of self‐stratified turbulent channel flow driven by suspended sediment. Journal of Geophysical Research: Oceans, 114(C3).
Huang, H., Imran, J., & Pirmez, C. (2008). Numerical study of turbidity currents with sudden-release and sustained-inflow mechanisms. Journal of Hydraulic Engineering, 134(9), 1199-1209.
Kassem, A., & Imran, J. (2004). Three-dimensional modeling of density current. II. Flow in sinuous confined and uncontined channels. Journal of Hydraulic Research, 42(6), 591-602.
Nasr-Azadani, M. M., & Meiburg, E. (2011). TURBINS: an immersed boundary, Navier–Stokes code for the simulation of gravity and turbidity currents interacting with complex topographies. Computers & Fluids, 45(1), 14-28.
Necker, F., Härtel, C., Kleiser, L., & Meiburg, E. (2002). High-resolution simulations of particle-driven gravity currents. International Journal of Multiphase Flow, 28(2), 279-300.
Necker, F., Härtel, C., Kleiser, L., & Meiburg, E. (2005). Mixing and dissipation in particle-driven gravity currents. Journal of Fluid Mechanics, 545, 339-372.
Liu, X., & Jiang, Y. (2014). Direct numerical simulations of boundary condition effects on the propagation of density current in wall-bounded and open channels. Environmental Fluid Mechanics, 14(2), 387-407.
Scotti, A. (2008). A numerical study of the frontal region of gravity currents propagating on a free-slip boundary. Theoretical and Computational Fluid Dynamics, 22(5), 383
Benjamin, T. B. (1968). Gravity currents and related phenomena. Journal of Fluid Mechanics, 31(2), 209-248.
Härtel, C., Kleiser, L., Michaud, M., & Stein, C. (1997). A direct numerical simulation approach to the study of intrusion fronts. Journal of engineering mathematics, 32(2-3), 103-120.
Séon, T., Znaien, J., Salin, D., Hulin, J., Hinch, E., & Perrin, B. (2007). Transient buoyancy-driven front dynamics in nearly horizontal tubes. Physics of Fluids, 19(12), 123603.
Härtel, C., Meiburg, E., & Necker, F. (2000). Analysis and direct numerical simulation of the flow at a gravity-current head. Part 1. Flow topology and front speed for slip and no-slip boundaries. Journal of Fluid Mechanics, 418, 189-212.
Bonometti, T., Balachandar, S., & Magnaudet, J. (2008). Wall effects in non-Boussinesq density currents. Journal of Fluid Mechanics, 616, 445-475.
Longo, S., Ungarish, M., Di Federico, V., Chiapponi, L., & Petrolo, D. (2018). Gravity currents produced by lock-release: theory and experiments concerning the effect of a free top in non-Boussinesq systems. Advances in Water Resources,121, 456-471.
Musumeci, R. E., Viviano, A., Foti, E. (2017). Influence of Regular Surface Waves on the Propagation of Gravity Currents: Experimental and Numerical Modeling. Journal of Hydraulic Engineering, 143(8), 04017022.
Viviano, A., Musumeci, R. E., & Foti, E. (2018). Interaction between waves and gravity currents: description of turbulence in a simple numerical model. Environmental Fluid Mechanics, 18(1), 117-148.
Dallimore, C. J., Imberger, J., & Ishikawa, T. (2001). Entrainment and turbulence in saline underflow in Lake Ogawara. Journal of Hydraulic Engineering, 127(11), 937-948.
Fernandez, R. L., & Imberger, J. (2006). Bed roughness induced entrainment in a high Richardson number underflow. Journal of Hydraulic Research, 44(6), 725-738.
Hebbert, B., Patterson, J., Loh, I., & Imberger, J. (1979). Collie river underflow into the Wellington reservoir. Journal of the Hydraulics Division, 105(5), 533-545.
La Rocca, M., Adduce, C., Sciortino, G., & Pinzon, A. B. (2008). Experimental and numerical simulation of three-dimensional gravity currents on smooth and rough bottom. Physics of Fluids, 20(10), 106603.
Lauber, G., & Hager, W. H. (1998). Experiments to dambreak wave: Horizontal channel. Journal of Hydraulic Research, 36(3), 291-307.
Adduce, C., Sciortino, G., & Proietti, S. (2011). Gravity currents produced by lock exchanges: experiments and simulations with a two-layer shallow-water model with entrainment. Journal of Hydraulic Engineering, 138(2), 111-121.
Ottolenghi, L., Adduce, C., Inghilesi, R., Armenio, V., & Roman, F. (2016). Entrainment and mixing in unsteady gravity currents. Journal of Hydraulic Research, 54(5), 541-557.
Pelmard, J., Norris, S., & Friedrich, H. (2018). LES grid resolution requirements for the modelling of gravity currents. Computers & Fluids, 174, 256-270.
Nasr-Azadani, M. M., & Meiburg, E. (2013). Influence of seafloor topography on the depositional behavior of bi-disperse turbidity currents: a three-dimensional, depth-resolved numerical investigation. Environmental Fluid Mechanics, 14(2), 319-342. i:10.1007/s10652-013-9292-5.
Ooi, S. K., Constantinescu, G., & Weber, L. (2009). Numerical simulations of lock-exchange compositional gravity current. Journal of Fluid Mechanics, 635, 361-388.
Härtel, C., Carlsson, F., & Thunblom, M. (2000). Analysis and direct numerical simulation of the flow at a gravity-current head. Part 2. The lobe-and-cleft instability. Journal of Fluid Mechanics, 418, 213-229.
Lopes, P. (2013). Free-surface flow interface and air-entrainment modelling using OpenFOAM.
Weller, H., & Derivation, M. (2005). Solution of the Conditionally Averaged Two-Phase Flow Equations. OpenCFD, Ltd.
Ketabdari, M. J. (2016). Free Surface Flow Simulation Using VOF Method. Numerical Simulation: From Brain Imaging to Turbulent Flows, 365.
Elghobashi, S. (1991). Particle-laden turbulent flows: direct simulation and closure models Computational fluid Dynamics for the Petrochemical Process Industry (pp. 91- 104): Springer.
Ottolenghi, L., Adduce, C., Inghilesi, R., Roman, F., & Armenio, V. (2016). Mixing in lock-release gravity currents propagating up a slope. Physics of Fluids, 28(5), 056604.
Peer, A., Gopaul, A., Dauhoo, M., & Bhuruth, M. (2008). A new fourth-order non- oscillatory central scheme for hyperbolic conservation laws. Applied Numerical Mathematics, 58(5), 674-688.
Koohandaz, A., Khavasi, E., Yousefi, H., & Sadeghi sarsari, H. (2020). Air flow effect on the behavior of lock-exchange gravity current. Journal of Hydraulic Structures, 6(1), 33-54. doi: 10.22055/jhs.2020.31685.1125
MLA
Ali Koohandaz; Ehsan Khavasi; Hamid Yousefi; Hossein Sadeghi sarsari. "Air flow effect on the behavior of lock-exchange gravity current", Journal of Hydraulic Structures, 6, 1, 2020, 33-54. doi: 10.22055/jhs.2020.31685.1125
HARVARD
Koohandaz, A., Khavasi, E., Yousefi, H., Sadeghi sarsari, H. (2020). 'Air flow effect on the behavior of lock-exchange gravity current', Journal of Hydraulic Structures, 6(1), pp. 33-54. doi: 10.22055/jhs.2020.31685.1125
VANCOUVER
Koohandaz, A., Khavasi, E., Yousefi, H., Sadeghi sarsari, H. Air flow effect on the behavior of lock-exchange gravity current. Journal of Hydraulic Structures, 2020; 6(1): 33-54. doi: 10.22055/jhs.2020.31685.1125