Jan Glaubitz
TitelZitiert vonJahr
Enhancing stability of correction procedure via reconstruction using summation-by-parts operators II: Modal filtering
J Glaubitz, H Ranocha, P Öffner, T Sonar
arXiv preprint arXiv:1606.01056, 2016
92016
Enhancing stability of correction procedure via reconstruction using summation-by-parts operators I: Artificial dissipation
H Ranocha, J Glaubitz, P Öffner, T Sonar
arXiv preprint arXiv:1606.00995, 2016
82016
Stability of artificial dissipation and modal filtering for flux reconstruction schemes using summation-by-parts operators
H Ranocha, J Glaubitz, P Öffner, T Sonar
Applied Numerical Mathematics 128, 1-23, 2018
72018
Application of modal filtering to a spectral difference method
J Glaubitz, P Öffner, T Sonar
Mathematics of Computation 87 (309), 175-207, 2018
52018
Application of modal filtering to a spectral difference method (2016)
J Glaubitz, P Offner, T Sonar
arXiv preprint arXiv:1604.00929, 0
5
Stability of correction procedure via reconstruction with summation-by-parts operators for Burgers' equation using a polynomial chaos approach
P Öffner, J Glaubitz, H Ranocha
arXiv preprint arXiv:1703.03561, 2017
42017
Smooth and compactly supported viscous sub-cell shock capturing for Discontinuous Galerkin methods
J Glaubitz, AC Nogueira, JLS Almeida, RF Cantão, CAC Silva
Journal of Scientific Computing, 1-24, 2018
12018
Time discretisation and stability of polynomial summation-by-parts schemes with Runge-Kutta methods
H Ranocha, J Glaubitz, P Öffner, T Sonar
arXiv preprint arXiv:1609.02393, 2016
12016
Artificial Viscosity for Correction Procedure via Reconstruction Using Summation-by-Parts Operators
J Glaubitz, P Öffner, H Ranocha, T Sonar
XVI International Conference on Hyperbolic Problems: Theory, Numerics …, 2016
12016
High Order Edge Sensors with Regularisation for Enhanced Discontinuous Galerkin Methods
J Glaubitz, A Gelb
arXiv preprint arXiv:1903.03844, 2019
2019
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