Departmental Papers (MEAM)

Document Type

Journal Article

Date of this Version

February 2006

Comments

Postprint version. Published in Journal of Computational Physics, Volume 212, Issue 1, 2006, pages 166-187.
Publisher URL: http://dx.doi.org/10.1016/j.jcp.2005.06.021

Abstract

We present an explicit finite-difference scheme for direct simulation of the motion of solid particles in a fluid. The method is based on a second order MacCormack finite-difference solver for the flow, and Newton’s equations for the particles. The fluid is modeled with fully compressible mass and momentum balances; the technique is intended to be used at moderate particle Reynolds number. Several examples are shown, including a single stationary circular particle in a uniform flow between two moving walls, a particle dropped in a stationary fluid at particle Reynolds number of 20, the drafting, kissing, and tumbling of two particles, and 100 particles falling in a closed box.

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Date Posted: 20 August 2006

This document has been peer reviewed.