Influence of rift obliquity on fault-population systematics: results of experimental clay models

被引:163
作者
Clifton, AE
Schlische, RW
Withjack, MO
Ackermann, RV
机构
[1] Nord Volcanol Inst, IS-104 Reykjavik, Iceland
[2] Rutgers State Univ, Dept Geol Sci, Piscataway, NJ 08854 USA
[3] ExxonMobil Upstream Res Co, Houston, TX 77252 USA
基金
美国国家科学基金会;
关键词
D O I
10.1016/S0191-8141(00)00043-2
中图分类号
P [天文学、地球科学];
学科分类号
07 ;
摘要
We use clay models to simulate how fault population systematics vary as a function of rift obliquity. Rift obliquity is related to the acute angle, alpha, between the rift trend and the displacement direction, so that the value of alpha is inverse to the degree of obliquity. The range of azimuths in a fault population increases as rift obliquity increases (i.e. as alpha decreases). The length of the longest faults, the sum of fault lengths, and the width of the deformed zone all increase as rift obliquity decreases (i.e. as alpha increases). The majority of faults in our models are segmented and have highly tortuous traces. Tortuosity is maximum when alpha = 30 degrees as segments of widely varying azimuth link during fault growth. Significant changes occur in the fault patterns between alpha = 30 degrees and alpha = 45 degrees. At 1-30 degrees two fault populations of equal importance develop in the center of the rift zone, one approximately rift-parallel and the other displacement-normal. Between alpha = 30 degrees and 45 degrees. the number of faults more than doubles, and between alpha = 45 degrees and 60 degrees, summed fault length more than doubles. Fault patterns for all models are fractal, with fractal dimensions that increase with increasing alpha and that are comparable to those found in the field. Fault populations are not multi-fractal because the cumulative frequency distributions of fault lengths do not generally follow a power-law relationship. An exponential distribution best describes the data for whole faults, with the characteristic length increasing with increasing alpha. Segment lengths also follow an exponential distribution with characteristic length varying very little with alpha. The fault patterns in our models resemble the spatial pattern of brittle deformation observed at oblique mid-ocean ridge segments and are similar in geometry to those in oblique continental rift basins. At the rift margins, tensional stresses are modulated and reoriented by a secondary stress field related to a change in boundary conditions, resulting in the formation of two distinct sub-populations of faults during oblique rifting. (C) 2000 Elsevier Science Ltd. All rights reserved.
引用
收藏
页码:1491 / 1509
页数:19
相关论文
共 59 条
[11]   Are fault growth and linkage models consistent with power-law distributions of fault lengths? [J].
Cladouhos, TT ;
Marrett, R .
JOURNAL OF STRUCTURAL GEOLOGY, 1996, 18 (2-3) :281-293
[12]  
CLIFTON AE, 1997, A258 GEOL SOC AM
[13]  
CLIFTON AE, 1987, THESIS WESLEYAN U
[14]  
CLIFTON AE, 1998, EOS T GEOLOGICAL SOC, V79, pF648
[15]   Special issue: Scaling laws for fault and fracture populations - Analyses and applications - Introduction [J].
Cowie, PA ;
Knipe, RJ ;
Main, IG .
JOURNAL OF STRUCTURAL GEOLOGY, 1996, 18 (2-3) :R5-R11
[16]   MULTIFRACTAL SCALING PROPERTIES OF A GROWING FAULT POPULATION [J].
COWIE, PA ;
SORNETTE, D ;
VANNESTE, C .
GEOPHYSICAL JOURNAL INTERNATIONAL, 1995, 122 (02) :457-469
[17]   STATISTICAL PHYSICS MODEL FOR THE SPATIOTEMPORAL EVOLUTION OF FAULTS [J].
COWIE, PA ;
VANNESTE, C ;
SORNETTE, D .
JOURNAL OF GEOPHYSICAL RESEARCH-SOLID EARTH, 1993, 98 (B12) :21809-21821
[18]   FAULT STRAIN AND SEISMIC COUPLING ON MIDOCEAN RIDGES [J].
COWIE, PA ;
SCHOLZ, CH ;
EDWARDS, M ;
MALINVERNO, A .
JOURNAL OF GEOPHYSICAL RESEARCH-SOLID EARTH, 1993, 98 (B10) :17911-17920
[19]   PHYSICAL EXPLANATION FOR THE DISPLACEMENT LENGTH RELATIONSHIP OF FAULTS USING A POST-YIELD FRACTURE-MECHANICS MODEL [J].
COWIE, PA ;
SCHOLZ, CH .
JOURNAL OF STRUCTURAL GEOLOGY, 1992, 14 (10) :1133-1148
[20]   A healing-reloading feedback control on the growth rate of seismogenic faults [J].
Cowie, PA .
JOURNAL OF STRUCTURAL GEOLOGY, 1998, 20 (08) :1075-1087