Numerical analysis of AVF methods for three-dimensional time-domain Maxwell's equations (Q283298)

This paper deals with the numerical analysis of the three-dimensional Maxwell system in a simple medium. The authors are concerned with the study of a conservative, unconditionally stable, divergence-preserving, non-dissipative and high-order accurate model. The proposed schemes are established on the regular domain and have exponential convergence in space. The numerical dispersion analysis and error estimates for these schemes are also developed.