Parallel Computing for Analysis on Intersections between Fractures in Rock Masses

Author:

Li Zhi Yu1,Wang Ming Yu1,Zhao Jian Hui1

Affiliation:

1. University of Chinese Academy of Sciences

Abstract

Fractures dominate the path for fluid flow in fractured rock masses, which is a main concern in groundwater protection, coal mine safety and energy exploitation, e.g., petroleum and geothermal resources. Intersection analysis is one crucial procedure for discrete fracture network modeling as it can provide necessary information for evaluating the connectivity of fractures. This paper is proposed to improve the performance of intersection analysis by means of parallel computing. The algorithm is designed in view of both the computational efficiency and the smooth connection with other procedures in modeling. Numerical study indicates that the proposed parallel algorithm is practical and can significantly reduce the calculation time of intersection analysis under large scale simulations.

Publisher

Trans Tech Publications, Ltd.

Subject

General Engineering

Reference10 articles.

1. G. B. Baecher, N. A. Lanney and H. H. Einstein, in: Proceedings of the 18th U.S. Symposium on Rock Mechanics, American Rock Mechanics Association, CO, USA (1977), p.1.

2. H. M. P. Gilmour, D. Billaux and J. C. S. Long: Models for calculating fluid flow in randomly generated three-dimensional networks of disc-shaped fractures: Theory and design of FMG3D, DISCEL, and DIMES (Lawrence Berkeley Lab, CA, USA 1986).

3. X. Q. Li, S. Q. Yang and X. G. Wang: Chinese Journal of Rock Mechanics and Engineering Vol. 26 (2007), p.2564, in Chinese.

4. X. Song and W. Xu: Chinese Journal of Rock Mechanics and Engineering Vol. 23 (2004), p.2015, in Chinese.

5. Q. C. Yu, G. F. Xue and D. J. Chen: Theory on general block method of fractured rock mass (China Waterpower Press, Beijing 2006), in Chinese.

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