Submit an Article
Become a reviewer
Vol 148 Iss. 1
Pages:
159-162
Download volume:
RUS
Article

Dynamics of stochastic instability and fractal nature of fractures

Authors:
K. V. Khalkechev
About authors
  • North Caucasian State Academy
Date submitted:
2000-06-13
Date accepted:
2000-07-15
Date published:
2001-12-18

Abstract

For a long time, the development of our ideas about the fracture process was hampered by the incomplete mathematical description of the conditions near the crack end. In recent years, this subject has attracted considerable research attention, which has led to some important results. However, these theories are also unable to describe the crack growth pattern with sufficient completeness. In this paper, attention is focused on the investigation of equilibrium and non-equilibrium crack propagation conditions at a given location and the prediction of the pattern of its further propagation, as well as on the mechanical and mathematical substantiation of the fractality of the fracture surface.

Область исследования:
(Archived) Without section
Funding:

None

Go to volume 148

Similar articles

Second stage of wave-free expansion of the cavity of a concentrated explosive charge
2001 N. N. Kazakov
Solitons and structured media diagnostics
2001 I. V. Belinskii, V. V. Grzhibovskii, V. A. Lemeshko
On approaches to determining blast efficiency in geotechnology
2001 V. M. Zakalinskii, N. N. Kazakov, Yu. P. Galchenko
Estimation of microcracking in coal during methane desorption
2001 V. N. Odintsev
Characteristics of explosive fracturing of overburden permafrost rocks
2001 B. N. Zarovnyaev, G. O. Kipriyanov, V. S. Sorokin
Energy performance of oversized lumps crushing with the use of standard and conversion blasting equipment
2001 A. V. Ivanov, Yu. P. Zhelunitsin, N. I. Sysoev, Yu. G. Shchukin, A. E. Frantov