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The topology of evolving rift networks: single-phase vs multi-phase rifts

The topology of evolving rift networks: single-phase vs multi-phase rifts
The topology of evolving rift networks: single-phase vs multi-phase rifts
Rift fault networks can be complex, particularly those developed by multiple periods of non-coaxial extension, comprising non-colinear faults with many interactions. Thus, topology, rather than simple geometry, is required to characterise such networks, as it provides a way to describe the arrangement of individual faults in the network. Topology is analysed here in terms of nodes (isolated I nodes or connected Y or X nodes) and branches (I–I, I–C, C–C branches). In map view, the relative proportions of these parameters vary in natural single- and multi-phase rift fault networks and in scaled physical models at different stages of development and strain. Interactions in single-phase rifting are limited to fault splays and along-strike fault linkage (I node and I-I or I–C branch dominated networks), whereas in multi-phase rifting the topology evolves towards Y node and C–C branch dominated networks, with the degree of connectivity increasing with greater strain. The changes in topology and network connectivity have significant implications for fluid flow and reservoir compartmentalisation studies. Furthermore, topology helps to distinguish single and multiple phase extension (i.e. tectonic histories), and thus provide constraints on the geodynamic context of sedimentary basins.
0191-8141
192-202
Duffy, Oliver B.
26cc1e9c-2996-4580-93e6-840a77738a47
Nixon, Casey W.
d44366d5-559b-4a60-9eb2-652f8c693d55
Bell, Rebecca E.
9f4bdcb7-6e06-4b40-a0b2-5a6fdbbc54be
Jackson, Christopher A.-L.
afc8bdab-bd66-41ce-a30c-da7427bdc5ae
Gawthorpe, Rob L.
532d76fe-0de6-4bbd-a93c-0fed2583018e
Sanderson, David J.
5653bc11-b905-4985-8c16-c655b2170ba9
Whipp, Paul S.
b8447d78-3bf0-4cc9-bb16-cf69d4b55059
Duffy, Oliver B.
26cc1e9c-2996-4580-93e6-840a77738a47
Nixon, Casey W.
d44366d5-559b-4a60-9eb2-652f8c693d55
Bell, Rebecca E.
9f4bdcb7-6e06-4b40-a0b2-5a6fdbbc54be
Jackson, Christopher A.-L.
afc8bdab-bd66-41ce-a30c-da7427bdc5ae
Gawthorpe, Rob L.
532d76fe-0de6-4bbd-a93c-0fed2583018e
Sanderson, David J.
5653bc11-b905-4985-8c16-c655b2170ba9
Whipp, Paul S.
b8447d78-3bf0-4cc9-bb16-cf69d4b55059

Duffy, Oliver B., Nixon, Casey W., Bell, Rebecca E., Jackson, Christopher A.-L., Gawthorpe, Rob L., Sanderson, David J. and Whipp, Paul S. (2017) The topology of evolving rift networks: single-phase vs multi-phase rifts. Journal of Structural Geology, 96, 192-202. (doi:10.1016/j.jsg.2017.02.001).

Record type: Article

Abstract

Rift fault networks can be complex, particularly those developed by multiple periods of non-coaxial extension, comprising non-colinear faults with many interactions. Thus, topology, rather than simple geometry, is required to characterise such networks, as it provides a way to describe the arrangement of individual faults in the network. Topology is analysed here in terms of nodes (isolated I nodes or connected Y or X nodes) and branches (I–I, I–C, C–C branches). In map view, the relative proportions of these parameters vary in natural single- and multi-phase rift fault networks and in scaled physical models at different stages of development and strain. Interactions in single-phase rifting are limited to fault splays and along-strike fault linkage (I node and I-I or I–C branch dominated networks), whereas in multi-phase rifting the topology evolves towards Y node and C–C branch dominated networks, with the degree of connectivity increasing with greater strain. The changes in topology and network connectivity have significant implications for fluid flow and reservoir compartmentalisation studies. Furthermore, topology helps to distinguish single and multiple phase extension (i.e. tectonic histories), and thus provide constraints on the geodynamic context of sedimentary basins.

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More information

Accepted/In Press date: 9 February 2017
e-pub ahead of print date: 13 February 2017
Published date: March 2017
Organisations: Infrastructure Group

Identifiers

Local EPrints ID: 408613
URI: http://eprints.soton.ac.uk/id/eprint/408613
ISSN: 0191-8141
PURE UUID: 338044dd-a816-4a28-9102-6020cd2ac8d2
ORCID for David J. Sanderson: ORCID iD orcid.org/0000-0002-2144-3527

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Date deposited: 25 May 2017 04:02
Last modified: 16 Mar 2024 03:57

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Contributors

Author: Oliver B. Duffy
Author: Casey W. Nixon
Author: Rebecca E. Bell
Author: Christopher A.-L. Jackson
Author: Rob L. Gawthorpe
Author: Paul S. Whipp

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