HR: 1340h
AN: V23A-1233 [Abstracts]
TI: New Models of Crustal Fluid Flow Incorporating Magmatism and Porosity Evolution During Orogenesis
AU: * Lyubetskaya, T
EM: tanya.lyubetskaya@yale.edu
AF: Yale University, 210 Whitney ave, New Haven, CT 06511, United States
AU: Ague, J
EM: jay.ague@yale.edu
AF: Yale University, 210 Whitney ave, New Haven, CT 06511, United States
AB:
We present a 2d numerical model simulating the flow of fluid in an orogenic overthrust setting during magmatic
intrusion and metamorphic devolatilization. The model is intended to test the existing hypotheses on the direction
of the regional fluid flow in the deep crust. Advective (single-pass, pervasive or focused), convective (multi-pass),
and sub-horizontal (up-temperature) fluid flow regimes have been proposed on the basis of various geological
observations and models. Our numerical simulation reveals complicated local fluid flow patterns, with fluid
moving upward and downward, as well as in the direction of decreasing temperature. Most of the fluid flux is
concentrated along the fault zone and around magmatic intrusions, which take the form of repetitive basaltic sills.
The sills have variable permeability for fluid depending on their temperature, and may serve as sources/sinks for
volatiles and as a barrier for fluid flow, thus introducing anisotropy to our model. In addition, we present a "next-
generation" numerical model for fluid flow in a deformable two-phase (fluid, solid) media with visco-elastic
rheology. The necessity of the new model for crustal fluid flow is indicated by the difficulty that traditional one-
phase formulations have in reproducing the near-lithostatic fluid pressure in the deep crust with realistic rock
permeability and in the absence of extra fluid sources. As fluid motion is driven by the gradients in fluid pressure,
the use of two-phase models with solid-fluid interaction and evolving porosity may be critical for numerical
simulations of deep crustal fluid flow. We test the traditional one-phase formulation by comparing the fluid
patterns inferred from the one-phase and the two-phase models. Furthermore, we use the two-phase formulation
to reconstruct the profile of the fluid pressure and associated matrix permeability within the model crustal
section, and to estimate the characteristic time scales of the fluctuations in fluid pressure due to hydrofracturing
and fracture healing.
DE: 3610 Geochemical modeling (1009, 8410)
DE: 3652 Pressure-temperature-time paths
DE: 3653 Fluid flow
DE: 8045 Role of fluids
DE: 8159 Rheology: crust and lithosphere (8031)
SC: Volcanology, Geochemistry, Petrology [V]
MN: 2007 Fall Meeting