Workshop on New Trends in Numerical Methods for Hyperbolic Conservation Laws

Department of Mathematics, Purdue University, May 9-10, 2022

The Center for Computational & Applied Mathematics (CCAM) at Purdue University, West Lafayette will be hosting the Workshop on New Trends in Numerical Methods for Hyperbolic Conservation Laws May 9-10, 2022. The workshop will be held at LWSN 1142. The recommended visitor parking lot is the grant street garage. To participate, please fill in the registration form. There is no cost or fee for registration.

Organizers: Zhiqiang Cai, Jie Shen, Xiangxiong Zhang


Invited speakers

Contributed speakers


A tentative schedule (all time are EST):

Monday, May 9th
Registration at LWSN lobby
10:30-11:15am Chi-Wang Shu, Brown University
Inverse Lax-Wendroff Procedure for Numerical Boundary Conditions

Jesse Chan, Rice University
Comparing the robustness of different high order entropy stable discontinuous Galerkin methods

1:30-2:15 pm
Guosheng Fu, University of Notre Dame
Robust discontinuous Galerkin methods for incompressible fluid flows
2:15-3:00 pm
Lilia Krivodonova, University of Waterloo
An arbitrarily high-order moment limiter for the discontinuous Galerkin method on unstructured meshes
3:00-3:30 pm Coffee break
3:30-4:15 pm Krzysztof Fidkowski, University of Michigan
Adjoint-based adaptation for high-order discretizations of unsteady
turbulent flow simulations
4:15-4:30 pm Break
4:30-5:00 pm
Yang Yang, Michigan Tech University
Stability analysis of the Eulerian-Lagrangian finite volume methods for nonlinear hyperbolic equations in one space dimension
5:00-5:30 pm Tulin Kaman, University of Arkansas
The classical fifth-order WENO based numerical simulations of Richtmyer-Meshkov Instability
Tuesday May 10th
8:00-8:30 am Light breakfast & coffee, LWSN lobby
8:30-9:15 am Alina Chertock, North Carolina State University
Structure-preserving numerical methods for hyperbolic systems of conservation and balance laws
9:15-10:00 am Jean-Luc Guermond, Texas A&M University
Invariant domain preserving explicit and implicit-explicit approximation methods for systems of nonlinear conservation equations
10:00-10:30am Coffee break
10:30-11:15am Jingmei Qiu, University of Delaware
A Conservative Adaptive Low Rank High Order Tensor Approach for Nonlinear Vlasov Equations
11:15am-12:00 James Rossmanith, Iowa State University
Optimally Stable High-order Discontinuous Galerkin Schemes for Multidimensional Linear Hyperbolic Systems

For any questions, please email Xiangxiong Zhang. Please mention "CCAM Workshop on Conservation Laws" in the email title.