Mar 24, 2000 · We study the effect of approximation matrices to semi-discrete relaxation schemes for the equations of one-dimensional elastodynamics. We.

We study the effect of approximation matrices to semi- discrete relaxation schemes for the equations of one-dimensional elasto- dynamics. We consider a semi- ...

This work considers a semi-discrete relaxation scheme and establishes convergence using the L p theory of compensated compactness, and studies the ...

We study the effect of approximation matrices to semidiscrete relaxation schemes for the equations of one-dimensional elastodynamics.

Convergence of Relaxation Schemes to the Equations of Elastodynamics by Laurent Gosse, Athanasios E. Tzavaras published in Mathematics of Computation.

We study the effect of approximation matrices to semi-discrete relaxation schemes for the equations of one-dimensional elastodynamics.

Gosse, A.E. Tzavaras, Convergence of relaxation schemes to the equations of elastodynamics, Math. Comp. (2001). • Ch. Arvanitis, Th. Katsaounis, Ch ...

We propose and study semidiscrete and fully discrete finite element schemes based on appropriate relaxation models for systems of Hyperbolic Conservation Laws.

We study the effect of approximation matrices to semidiscrete relaxation schemes for the equations of one-dimensional elastodynamics.

Gosse, A.E. Tzavaras, Convergence of relaxation schemes to the equations of elastodynamics, Math. Comp. (2001). ©2021 Chiara Simeoni. All rights reserved ...