Email me: clemekay@oregonstate.edu
I’m a third year graduate student at Oregon State University under Dr. Todd Palmer. I work with the Center for Exascale Monte Carlo Neutron Transport (CEMeNT), a PSAAP-III focused investigatory center focused on advancing time-dependent Monte Carlo neutron transport simulation capabilities on exascale computing systems. I focus on uncertainty quantification methods for Monte Carlo radiation transport solvers, as well as using dynamic-mode decompostion to solve for alpha-eigenvalues in time-dependent radiation transport problems.
I got my bachelor’s degree in Nuclear Engineering with a minor in French and Francophone studies from the University of Florida in 2019. Go Gators.
Specifically, uncertainty quantification methods for problems solved using Monte Carlo radiation transport (MCRT) solvers. In general, the goal of uncertainty quantification is to characterize and/or reduce how sources of uncertainty propogate through some numerical solver and affect your quantity of interest. This can be done by evaluating the statistics of your quantity of interest with respect to the uncertainty source. If you had an exact analytic solution method for your problem, you could simply evaluate the statistics of your quantity of interest to understand how an uncertainty source is affecting your solution, e.g. perform a sensitivity study. However, MCRTs introduce additional uncertainty due to the use of finite numbers of particle histories. If you wanted to use an MCRT solver to perform UQ, you could over-resolve the problem to drive down that solver uncertainty. Instead, while interning at Sandia National Laboratories, I’ve been working to develop a method that can separate the uncertainty contributions of the solver from those of the uncertainty source.