Construction of explicit and implicit symmetric tvd schemes and their applications
Journal of Computational Physics
Interpolating matrix method: a finite difference method for arbitrary arrangeme t of mesh points.
Journal of Computational Physics
Hi-index | 31.45 |
The use of the Interpolating Matrix Method to investigate the dynamical behaviour of natural convection flow will form the main focus of the work. We design an original and efficient numerical algorithm that mimic TVD constraints to rule out spurious overshoots and oscillations that appear near steep gradients, to solve fluid flow and heat transfer equations, and compare the results to some Benchmark numerical solutions.