The axisymmetric non-linear steady flow of a rarefied gas in a pipe of circular cross-section
Computational Mathematics and Mathematical Physics
Multilevel k-way partitioning scheme for irregular graphs
Journal of Parallel and Distributed Computing
Journal of Computational Physics
Unified solver for rarefied and continuum flows with adaptive mesh and algorithm refinement
Journal of Computational Physics
A historical oversight: Vladimir P. Kolgan and his high-resolution scheme
Journal of Computational Physics
Implicit high-order method for calculating rarefied gas flow in a planar microchannel
Journal of Computational Physics
Short Note: Complement to the "Kolgan project"
Journal of Computational Physics
Hi-index | 31.45 |
The paper is devoted to the further development and systematic performance evaluation of a recent deterministic framework Nesvetay-3D for modelling three-dimensional rarefied gas flows. Firstly, a review of the existing discretization and parallelization strategies for solving numerically the Boltzmann kinetic equation with various model collision integrals is carried out. Secondly, a new parallelization strategy for the implicit time evolution method is implemented which improves scaling on large CPU clusters. Accuracy and scalability of the methods are demonstrated on a pressure-driven rarefied gas flow through a finite-length circular pipe as well as an external supersonic flow over a three-dimensional re-entry geometry of complicated aerodynamic shape.