Subsidence breccias in kimberlite pipes - an application of fractal analysis

被引:30
作者
Barnett, W [1 ]
机构
[1] De Beers Geosci Ctr, ZA-2135 Southdale, South Africa
关键词
emplacement; volcanology; breccia; fragmentation; comminution;
D O I
10.1016/j.lithos.2004.03.019
中图分类号
P3 [地球物理学]; P59 [地球化学];
学科分类号
0708 ; 070902 ;
摘要
A particular variety of volcanogenic country rock breccia is described; a contact breccia that has been identified at Venetia, River Ranch and Wimbledon kimberlite pipes. The contact breccia is clast supported with no juvenile kimberlite component, has tightly packed, angular fragments (with occasional rounding of smaller particles), and has a shear-fabric dipping towards the center of each kimberlite pipe or volcanic event. Clasts have preferred orientations parallel to the fabric. Photographs of the breccia in the open pit face and measured data from drill core are analyzed specifically to quantify the clast size distributions and clast shapes by means of fractal analysis. The fractal dimension is one means of characterizing the breccia because the dimension can be specific to a fragmentation mechanism. Clast size distribution fractal dimensions in the coarser particles (greater than circa 3 cm) range from greater than 3 for nonsheared breccia, down to circa 2.3 for the sheared breccia. Breccia characterization based on this fractal analysis suggests that fragmentation occurred initially from confined high-energy explosions, followed by collapse and abrasion by subsequently gravity-induced rockmass subsidence. All studied contact breccias produced a distinctive fractal signature in the finer particles (<3 cm) of circa 1.6 that can be explained by a comminution fragmentation process in that particular particle size range. It is suggested that these subsidence breccias require a substantial volume deficit at depth within the volcanic pipe in order to explain their origin and size. The methodology used in this study could be used to characterize any other volcanic breccia and further model their origins. (C) 2004 Elsevier B.V. All rights reserved.
引用
收藏
页码:299 / 316
页数:18
相关论文
共 32 条
[1]   Geological control on slope failure mechanisms in the open pit at the Venetia Mine [J].
Barnett, WP .
SOUTH AFRICAN JOURNAL OF GEOLOGY, 2003, 106 (2-3) :149-164
[2]  
BELOUSOV A, 2000, 1 INT MAAR C DAUN VU, V6, P42
[3]   Characterization of fault zones [J].
Ben-Zion, Y ;
Sammis, CG .
PURE AND APPLIED GEOPHYSICS, 2003, 160 (3-4) :677-715
[4]   High precision boundary fractal analysis for shape characterization [J].
Bérubé, D ;
Jébrak, M .
COMPUTERS & GEOSCIENCES, 1999, 25 (09) :1059-1071
[5]   THE FRICTIONAL-PROPERTIES OF A SIMULATED GOUGE HAVING A FRACTAL PARTICLE DISTRIBUTION [J].
BIEGEL, RL ;
SAMMIS, CG ;
DIETERICH, JH .
JOURNAL OF STRUCTURAL GEOLOGY, 1989, 11 (07) :827-&
[6]  
BOARDMAN CR, 1970, P S ENGINEERING NUCL, V1, P43
[7]   DERIVATION OF THE WEIBULL DISTRIBUTION BASED ON PHYSICAL PRINCIPLES AND ITS CONNECTION TO THE ROSIN-RAMMLER AND LOGNORMAL DISTRIBUTIONS [J].
BROWN, WK ;
WOHLETZ, KH .
JOURNAL OF APPLIED PHYSICS, 1995, 78 (04) :2758-2763
[8]  
Butcher RJ, 2002, CIM BULL, V95, P70
[9]   Use of fractal analysis for discrimination of particles from primary and reworked jokulhlaup deposits in SE Iceland [J].
Carey, S ;
Maria, A ;
Sigurdsson, H .
JOURNAL OF VOLCANOLOGY AND GEOTHERMAL RESEARCH, 2000, 104 (1-4) :65-80
[10]  
Clement C.R., 1982, THESIS U CAPE TOWN