作者: M. E. Eglit , A. E. Yakubenko
DOI: 10.1134/S0015462816030017
关键词: Landslide 、 Physics 、 Non-Newtonian fluid 、 Mudflow 、 Rheology 、 Flow (mathematics) 、 Mechanics 、 Mass transfer 、 Newtonian fluid 、 Classical mechanics 、 Turbulence 、 Mechanical engineering 、 General Physics and Astronomy 、 Fluid Flow and Transfer Processes
摘要: The paper is devoted to the mathematical modeling of naturally occurring downslope flows, such as snow avalanches, mudflows, and rapid landslides. medium in motion modeled a non- Newtonian fluid, non-Newtonian fluids different types corresponding different-in-nature flows. It taken into account that flows capture slope material entrain it motion. flow assumed be turbulent Lushchik–Pavel’ev–Yakubenko three-equation turbulence model used. so generalized allows for unsteadiness, complicated rheological properties, presence free boundary, mass transfer at lower boundary. effect bottom nonlinear properties on dynamics numerically investigated.