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Professor Turinsky’s interests include computational reactor physics and uncertainty quantification for simulations of physical phenomena. In the area of computational reactor
physics, his students and he have mainly focused on the utilization of mathematical
optimization capabilities to assist in making decisions associated with nuclear fuel
management. This work has addressed the optimization of the core loading pattern (LP), i.e.
where to place fresh and burnt fuel assemblies within the core, for pressurized water reactors
(PWR) and boiling water reactors (BWR). The work on BWRs includes simultaneously
optimizing the LP, and control rod program and core flow rate as a function of cycle
exposure. For multicycle applications, which involve decisions regarding numbers and
compositions of fresh assemblies to procure each cycle over multicycles, mathematical
optimization capability has been developed for PWRs. Recent interest has focused on closed
nuclear fuel cycles, where spent fuel is reprocessing to recapture uranium, plutonium and
selected minor actinides, which are then, recycled in a mixture of thermal and fast spectrum
reactors. Decision variables for this application include when to start construction on new
fuel cycle facilities, i.e. fuel fabrication, thermal and fast reactors, and separation, and of
what sizes so as to meet the nuclear power portion of the nation’s electrical energy needs
such that cost, fuel resource utilization, non-proliferation and environmental impact factors
are addressed. The stochastic optimization methods employed include simulated annealing
and genetic algorithms applicable to single and multi objective problems. Because stochastic
optimization is computationally intensive, highly efficient core simulators for PWRs and
BWRs have been developed utilizing generalized perturbation theory and nonlinear solvers to
address multiphysics introduced coupling.
Professor Turinsky’s interest in uncertainty analysis has led his students and him in
several different directions. For fast spectrum reactors, they have evaluated the uncertainty in
core attributes of safety significance due to cross-section uncertainty. For closed fuel cycles,
they have quantified the uncertainty on radio toxicity and heat loads of material to be
disposed of in a repository. To minimize the uncertainties of core and waste form attributes,
they have evaluated the benefits of employing zero power fast critical facilities, optimizing
their composition and instrumentation. In addition, adjustment of cross-sections to improve
the agreement between measured and predicted instrumentation responses for BWR cores has
shown great potential in improving core simulator fidelity. The application of this work has
been broadened to the thermal-hydraulic performance of reactor systems, where now
uncertainties in temperatures and critical heat flux margin due to uncertainties of thermalhydraulic
parameters, e.g. heat transfer coefficients and pump head curve, are evaluated for
accidents. Results are utilized to optimize instrumentation deployment in support of
improving prediction accuracy and plant control. More recently an interest in determining the
overall uncertainty in predictions, which includes uncertainty originating due to parameters,
e.g. code input, numerical error and modeling error, has lead to work on adaptive model
refinement and software verification and validation. The specific focus has been on the
uncertainty in knowing the modeling error, whose determination needs to be completed
during software validation. An outgrowth of this has been work on developing an Adaptive
Model Refinement (AMoR) capability, such that model refinement would occur
automatically to produce predicted values of the desired accuracy. In this manner computer
resources are utilized at the appropriate level for the decisions to be made using the predicted
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