Tong Wu
Tong Wu
Adresse e-mail validée de - Page d'accueil
Citée par
Citée par
Well‐balanced positivity preserving central‐upwind scheme for the shallow water system with friction terms
A Chertock, S Cui, A Kurganov, T Wu
International Journal for numerical methods in fluids 78 (6), 355-383, 2015
Steady state and sign preserving semi-implicit Runge--Kutta methods for ODEs with stiff damping term
A Chertock, S Cui, A Kurganov, T Wu
SIAM Journal on Numerical Analysis 53 (4), 2008-2029, 2015
Second-order fully discrete central-upwind scheme for two-dimensional hyperbolic systems of conservation laws
A Kurganov, M Prugger, T Wu
Siam Journal on Scientific Computing 39 (3), A947-A965, 2017
Three-layer approximation of two-layer shallow water equations
A Chertock, A Kurganov, Z Qu, T Wu
Mathematical Modelling and Analysis 18 (5), 675-693, 2013
A new approach for designing moving-water equilibria preserving schemes for the shallow water equations
Y Cheng, A Chertock, M Herty, A Kurganov, T Wu
Journal of Scientific Computing 80 (1), 538-554, 2019
An updated Lagrangian discontinuous Galerkin hydrodynamic method for gas dynamics
T Wu, M Shashkov, N Morgan, D Kuzmin, H Luo
Computers & Mathematics with Applications 78 (2), 258-273, 2019
Generating bipartite networks with a prescribed joint degree distribution
AA Boroojeni, J Dewar, T Wu, JM Hyman
Journal of complex networks 5 (6), 839-857, 2017
Well-balanced positivity preserving central-upwind scheme for the shallow water system with friction terms, Internat
A Chertock, S Cui, A Kurganov, T Wu
J. Numer. Meth. Fluids. Submitted, 0
Adaptive Moving Mesh Central-Upwind Schemes for Hyperbolic System of PDEs: Applications to Compressible Euler Equations and Granular Hydrodynamics
A Kurganov, Z Qu, OS Rozanova, T Wu
Communications on Applied Mathematics and Computation, 1-35, 2020
Adaptive moving mesh upwind scheme for the two-species chemotaxis model
A Chertock, A Kurganov, M Ricchiuto, T Wu
Computers & Mathematics with Applications 77 (12), 3172-3185, 2019
Moving-Water Equilibria Preserving Partial Relaxation Scheme for the Saint-Venant System
X Liu, X Chen, S Jin, A Kurganov, T Wu, H Yu
SIAM Journal on Scientific Computing 42 (4), A2206-A2229, 2020
Operator splitting based central-upwind schemes for shallow water equations with moving bottom topography
A Chertock, A Kurganov, T Wu
Communications in Mathematical Sciences 18 (8), 2149-2168, 2020
Well-Balanced Numerical Method for Atmospheric Flow Equations with Gravity
A Chertock, A Kurganov, T Wu, J Yan
Adaptive Moving Mesh Central-Upwind Schemes
T Wu
Tulane University School of Science and Engineering, 2016
Le système ne peut pas réaliser cette opération maintenant. Veuillez réessayer plus tard.
Articles 1–14