In X Computational Physics (XCP) we take advantage of some of the world's fastest and most advanced computing platforms running state-of-the-art simulation codes to study a variety of complex physics problems.
Developing multiphysics simulation codes to support national nuclear security applications
Research in computational physics and the development of validated codes, models, and algorithms
Leadership

Scott Doebling
Senior Director for Computational Physics

Kavita Nandakishore
Staff Operations Manager

Jimmy Fung (XCP-IPC)
Integrated Physics Codes Director

DJ Luscher (XCP-PMMD)
Physics Modelling, Methods and Data Director

Gowri Srinivasan (XCP-PVA)
Physics Validation and Application Director

Rob Ward
XCP-1 Group Leader

Brandon Smith
XCP-2 Group Leader

Joel Kulesza
XCP-3 Group Leader

Angela Herring
XCP-4 Group Leader

Abigail Hunter
XCP-5 Group Leader
Research and Capabilities
- Modeling and Simulation
- Computational Methods, Algorithms, and Physical Models
- Monte Carlo Methods, Codes, and Applications
- Nuclear Data Science and Engineering
- Computational Fluid and Solid Dynamics
- Atomic and Plasma Physics
- Materials Modeling under Extreme Conditions
- Plasma Theory and Applications
- Multiphysics Verification, Validation, and Uncertainty Quantification
In the News
Publications
Charlie Starrett (XCP-5) describes a new advancement in orbital-free molecular dynamics in a recent issue of Physical Review E. Read all about "Thomas-Fermi simulations of dense plasmas without pseudopotentials" at https://journals.aps.org/pre/abstract/10.1103/PhysRevE.96.013206
Brian Haines (XCP-2), Austin Yi (XCP-6), Rick Olson (XCP-6), and Paul Bradley (XCP-6), with co-authors, recently published a description of xRAGE ICF simulations driven by an x-ray flux source from HYDRA: "The effects of convergence ratio on the implosion behavior of DT layered inertial confinement fusion capsules", Physics of Plasmas 24 , 072709 (2017); doi: 10.1063/1.4993065
Misha Shashkov (XCP-4) was recently a co-author on: "Convergence analysis of the mimetic finite difference method for elliptic problems with staggered discretizations of diffusion coefficients", by G. Manzini, K. Lipnikov, J. D. Moulton, M. Shashkov. SIAM Journal on Numerical Analysis (SINUM).