Engineering Computations: International Journal for Computer-Aided Engineering and Software: The Discrete Element Method: Numerical Modelling of Discontinua, Volume 21, Number 2/3/4, 2004

E. Rougier, A. Munjiza and J.P. Latham
Department of Engineering, QMW, University of London, UK
Received February 2003
Accepted July 2003
Engineering Computations
Vol. 21 No. 2/3/4, 2004
pp. 343-359
Emerald Group Publishing Limited
0264-4401
DOI 10.1108/02644400410519820
The authors are grateful to many participants of DEM3 with whom much of this material was discussed during the course of the conference. Also special thanks to J.R. Williams, G. Mustoe, C. Thornton, P.W. Cleary, P.A. Cundall, D.R.J. Owen and J. Ghaboussi.
Keywords Particle physics, Modelling
Abstract It is now widely recognised that particle shape plays an important role in the behaviour of grand scale discontinua systems and may be partially responsible for some of the unexplained phenomena of particulate physics. It is therefore very important that a virtual discontinua modelling workbench includes a library comprising a large spectrum of shapes including real-shaped particles of interest to scientists and engineers. In this context a question of selecting a particle from such a library arises. In this paper, a particular selection procedure based on shape selection chart is proposed.
Formulations of problems of continua are based on what are termed constitutive laws. From the constitutive law and preservation laws a set of governing equations defining the problem is derived. A continuum model is only an approximation of the real physical phenomena and is as good as the underlying assumptions on which it is based. The most important assumption necessary for the validity of the continuum model is the assumption that...