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Filtering by: Alternative title ssim Polynomial Chaos for Dispersive Electromagnetics Creator Bokil, V. A.

Analysis of Stability and Dispersion in a Finite Element Method for Debye and Lorentz Dispersive Media

Creator:

Banks, H. T., Bokil, V. A., and Gibson, N. L.

Abstract:

We study the stability properties of, and the phase error present in, a finite element scheme for Maxwell’s equations coupled with a Debye or Lorentz polarization model. In one dimension we consider a second order formulation for the electric field with an ordinary differential equation for the electric polarization added...

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for Debye and Lorentz Dispersive Media H. T. Banks∗ Center for Research in Scientific Computation
Dispersion reducing methods for edge discretizations of the electric vector wave equation

Creator:

Bokil, V. A., Gibson, N. L., Gyrya, V., and McGregor, D. A.

Abstract:

We present a novel strategy for minimizing the numerical dispersion error in edge discretizations of the time-domain electric vector wave equation on square meshes based on the mimetic finite difference (MFD) method. We compare this strategy, called M-adaptation, to two other discretizations, also based on square meshes. One is the...

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Article

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Dispersion reducing methods for edge