Direct Numerical Simulation of Flow over Periodic Hills up to
We present fully resolved computations of flow over periodic hills at the hill-Reynolds
numbers Re H= 5, 600 Re_H=5,600 and Re H= 10, 595 Re_H=10,595 with the highest …
numbers Re H= 5, 600 Re_H=5,600 and Re H= 10, 595 Re_H=10,595 with the highest …
Wall modeling via function enrichment for computational fluid dynamics
B Krank - 2019 - mediatum.ub.tum.de
The bottleneck in computational fluid dynamics is often the near-wall region, where the grid
resolution requirements can be very high, especially with regard to high Reynolds numbers …
resolution requirements can be very high, especially with regard to high Reynolds numbers …
[PDF][PDF] HIGH-PERFORMANCE IMPLEMENTATION OF MATRIX-FREE RUNGE-KUTTA DISCONTINUOUS GALERKIN METHOD FOR EULER EQUATIONS BASED ON …
L XU, Y FENG, S YE, Y CHEN, Y GUO, X REN, X XU - dcwan.sjtu.edu.cn
1 Introduction 2 Major Work Page 1 The 13th OpenFOAM Workshop (OFW13), June 24-29, 2018,
Shanghai, China HIGH-PERFORMANCE IMPLEMENTATION OF MATRIX-FREE RUNGE-KUTTA …
Shanghai, China HIGH-PERFORMANCE IMPLEMENTATION OF MATRIX-FREE RUNGE-KUTTA …
High-Performance Implementation of Matrix-Free Runge-Kutta Discontinuous Galerkin Method for Euler Equations
Y Feng, W Yang, L Sun, Z Lin… - 2018 IEEE 20th …, 2018 - ieeexplore.ieee.org
DG method is one of the mainstream high-order numerical discretization methods of CFD,
and the RKDG which combines the Runge-Kutta explicit time stepping with DG space …
and the RKDG which combines the Runge-Kutta explicit time stepping with DG space …