===affil2:
University of British Columbia
===firstname:
Luz Angelica
===firstname4:
Christoph
===firstname3:
Lars
===lastname2:
Haber
===keyword1:
OTHER
===lastname:
Caudillo Mata
===firstname5:

===affil6:

===lastname3:
Ruthotto
===email:
lcaudill@eos.ubc.ca
===keyword2:
Electromagnetics
===keyword_other2:
Geophysics
===lastname6:

===affil5:

===otherauths:

===lastname4:
Schwarzbach
===affil4:
University of British Columbia
===lastname7:

===competition:
no
===affil7:

===firstname7:

===postal:
4013-2207 Main Mall, Vancouver, BC.  V6T 1Z2  (University of British Columbia)
===firstname6:

===ABSTRACT:
In Geophysics, simulation of low-frequency Electromagnetic (EM) fields in highly heterogeneous, anisotropic media is computationally very expensive.  One reason being the multiple length scales that coexist in a given realistic setting.  Discrete models require very fine meshes leading to solve large linear systems of equations.  In this work, we develop a multiscale finite volume method with oversampling for the quasi-static Maxwell's equations in the frequency domain.  This method reduces the size of the system of equations to be solved while retaining a good level of accuracy in the solution.  The performance of our method is shown in the context of an EM geophysical application.


===affil3:
Emory University
===keyword_other1:
Coarse Approximation
===lastname5:

===affilother:

===title:
A Multiscale Finite Volume with Oversampling Method to simulate Low-frequency Electromagnetic geophysical responses
===firstname2:
Eldad