Publication Date:
2017-08-13
Description:
3D finite element simulations are used to calculate thermal structures and mantle flow fields underlying mid-ocean ridge transform faults (RTFs) composed of two fault segments separated by an orthogonal step-over. Using fault lengths and slip rates, we derive an empirical scaling relation for the critical step-over length ( ), which marks the transition from predominantly horizontal to predominantly vertical mantle flow at the base of the lithosphere under a step-over. Using the ratio of step-over length ( L S ) to , we define 3 degrees of segmentation: first-degree, corresponding to type I step-overs ( ≥ 3); second-degree, corresponding to type II step-overs (1 ≤ 〈 3); and third-degree, corresponding to type III step-overs ( 〈1). In first-degree segmentation, thermal structures and mantle upwelling patterns under a step-over are similar to those of mature ridges, where normal mid-ocean ridge basalts (MORBs) form. The seismogenic area under first-degree segmentation is characteristic of two, isolated faults. Second-degree segmentation creates pull-apart basins with subdued melt generation, and intra-transform spreading centers with enriched MORBs. The seismogenic area of RTFs under second-degree segmentation is greater than that of two isolated faults, but less than that of an unsegmented RTF. Under third-degree segmentation, mantle flow is predominantly horizontal, resulting in little lithospheric thinning and little to no melt generation. The total seismogenic area under third-degree segmentation approaches that of an unsegmented RTF. Our scaling relations characterize the degree of segmentation due to step-overs along transform faults, and provide insight into RTF frictional processes, seismogenic behavior, and melt transport.
Electronic ISSN:
1525-2027
Topics:
Chemistry and Pharmacology
,
Geosciences
,
Physics
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