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- W2321833935 abstract "A finite-element solution for the electromagnetic boundary value problem is presented. Instead of dealing directly with the electric and magnetic fields formulations, the relevant vectorscalar potential equations are used. In order to truly constrain the behaviour and also guarantee the uniqueness of the potentials, gauged formulations of the problem are presented. A linear finite-element approach is used to discretize the system of equations on unstructured meshes wherein edge and nodal element basis functions are used for the vector and scalar potentials respectively. The solution strategies to the system of equations are investigated using both iterative and direct solvers. The uniqueness of the calculated potentials and fields from a Lagrangian gauged system is assured by obtaining the same results from iterative and direct solutions. The individaul vector and scalar potentials and their contribution to the total electric field are modelled for a geophysical CSEM scenario." @default.
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- W2321833935 date "2015-08-19" @default.
- W2321833935 modified "2023-09-22" @default.
- W2321833935 title "Gauged Vector Finite-Element Schemes for the Geophysical EM problem for Unique Potentials and Fields" @default.
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- W2321833935 doi "https://doi.org/10.1190/segam2015-5847117.1" @default.
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