Marked along-strike variations in dip of normal faults - the Lokichar fault, N-Kenya rift: a possible cause for metamorphic core complexes

Authors
Citation
Ck. Morley, Marked along-strike variations in dip of normal faults - the Lokichar fault, N-Kenya rift: a possible cause for metamorphic core complexes, J STRUC GEO, 21(5), 1999, pp. 479-492
Citations number
40
Categorie Soggetti
Earth Sciences
Journal title
JOURNAL OF STRUCTURAL GEOLOGY
ISSN journal
01918141 → ACNP
Volume
21
Issue
5
Year of publication
1999
Pages
479 - 492
Database
ISI
SICI code
0191-8141(199905)21:5<479:MAVIDO>2.0.ZU;2-Z
Abstract
The Lokichar fault is a major boundary fault in the northern Kenya rift, ma pped from seismic reflection data. The fault is a mixture of high 45-60 deg rees, low 20-45 degrees and very low (12-20 degrees) angle segments. The ar eas of least displacement (up to a maximum 10 km heave) are the very low-an gle fault segments (12-20 degrees). The southern higher angle fault segment has a maximum estimated heave of about 20 km. Initiation of normal faults at a low angle cannot be easily explained by rock mechanics theory. Common explanations for such faults include: (1) rotation of higher angle faults b y the domino faulting model, (2) rotation of large-displacement faults by i sostatic instability created by the faulting (rolling hinge models), and (3 ) reactivation of low-angle pre existing fabrics. The Lokichar fault geomet ry is inconsistent with any of the above explanations. The very low-angle s egments coincide with regions of intense igneous intrusive activity. Re-ori entation of the stress axes from the simple Andersonian condition, could pe rmit normal faults to form at a lower angle; this may happen around intrusi ve complexes or by setting up a basal shear stress between flowing and stat ic crust. If faults associated with metamorphic core complexes were associa ted with marked along-strike changes in fault angle the resulting variation s in footwall uplift could give rise to the antiformal metamorphic core com plex geometry. (C) 1999 Elsevier Science Ltd. All rights reserved.