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JOURNALS // Matematicheskoe modelirovanie // Archive

Matem. Mod., 2014 Volume 26, Number 12, Pages 107–115 (Mi mm3557)

Viscous flow simulation of geological bodies

A. A. Buyskikh

Shilo North-East Interdisciplinary Scientific Research Institute, Far East Branch, Russian Academy of Sciences (NEISRI FEB RAS), Magadan, Russia

Abstract: This paper presents the results of numerical simulation of geological processes distinguished by their proceeding velocities into ten orders. One study case is the gold placer dynamics in a river valley. Another is a fast-moving ice-debris mudflow. In both study cases, the transported material is considered as an independent flow of solid particles free of host rocks. In order to make a mathematical presentation of such a flow, a set of viscous compressed liquid equations is used. Numerical experiments results demonstrate their sufficient similarity with on-site data obtained for a natural placer deposit and an ice-debris mudflow.

Keywords: numerical simulation, viscous liquid equations, alluvial placer, ice-debris mudflow, Ghenaldon River.

UDC: 551.5:553.411:532.516

Received: 04.06.2013


 English version:
Mathematical Models and Computer Simulations, 2015, 7:4, 374–380

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