Qingshan Chen

Postdoctoral Research Associate
Los Alamos National Laboratory
Theoretical Division, T-3
P.O. Box 1663, T-X, MS-B216
Los Alamos, NM 87545

Email: 
Tel: 505-665-2853

Vitae

A full cv in PDF.

Research interests


Publications

  1. Q. Chen, J. Laminie, A. Rousseau, R. Temam, and J. Tribbia. A 2.5D model for the equations of the ocean and the atmosphere. Anal. Appl. (Singap.), 5(3):199-229, 2007. [ DOI ]
  2. Q. Chen, R. Temam, and J. J. Tribbia. Simulations of the 2.5D inviscid primitive equations in a limited domain. J. Comput. Phys., 227(23):9865-9884, 2008. [ DOI ]
  3. Q. Chen, M.-C. Shiue, and R. Temam. The barotropic mode for the primitive equations. Journal of Scientific Computing, 45:167-199, 2010. [ DOI ]
  4. Q. Chen, M. Gunzburger, and X. Wang. Partial and spectral-viscosity models for geophysical flows. Chinese Annals of Mathematics - Series B, 31:579-606, 2010. [ DOI ]
  5. Q. Chen, Z. Qin, and R. Temam. Numerical Resolution Near t = 0 of Nonlinear Evolution Equations in the Presence of Corner Singularities in Space Dimension 1. Comm. Comp. Phys., 9(3):568-586, March 2011. [ DOI ]
  6. Q. Chen, Z. Qin, and R. Temam. Treatment of incompatible initial and boundary data for parabolic equations in higher dimensions. Math. Comp. 80: 2071-2096, 2011. [DOI]
  7. Q. Chen, M. Gunzburger, and T. Ringler. A scale-invariant formulation of the anticipated potential vorticity method. Monthly Weather Review. 139(8): 2614-2629, 2011. [DOI]
  8. Q. Chen, M.-C. Shiue, R. Temam, and J. Tribbia. Numerical approximation of the inviscid 3d primitive equations in a limited domain. M2AN Math. Model. Numer. Anal. 46(3): 619-646, 2012. [DOI]
  9. Q. Chen, M. Gunzburger and T. Ringler. A scale-aware anticipated  potential vorticity method. Part II: on variable-resolution meshes. Monthly Weather Review. 140(9): 3127-3133, 2012. [DOI]
  10. Q. Chen, Y. Hong, and R. Temam. Analysis of a penalty method. Journal. of Scientific Computing. 53(1): 3-34, 2012. [DOI]
  11. Q. Chen, T. Ringler and M. Gunzburger, A co-volume scheme for the rotating shallow water equation on conforming non-orthogonal grids. Journal of Computational Physics. under revision. [PDF]
  12. Q. Chen and M. Gunzburger. Goal-oriented a posteriori error estimation for finite volume methods. submitted.
  13. Q. Chen, M. Gunzburger and M. Perego, Well-posedness results for a nonlinear Stokes problem arising in glaciology. submitted.
  14. Q. Chen, T. Ringler and P. Gent, Exploring spatially-varying Gent-McWilliams parametrization of mesoscale ocean eddies, submitted.