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GDSA Repository Systems Analysis Progress Report

Sevougian, Stephen D.; Stein, Emily; Laforce, Tara C.; Bays, Nathan R.; Lowry, Thomas S.; Cunningham, Leigh; Nole, Michael A.; Haukwa, Charles B.; Chang, Kyung W.; Mariner, Paul E.

The Spent Fuel and Waste Science and Technology (SFWST) Campaign of the U.S. Department of Energy Office of Nuclear Energy, Office of Spent Fuel and Waste Disposition (SFWD), has been conducting research and development on generic deep geologic disposal systems (i.e., geologic repositories). This report describes specific activities in fiscal year (FY) 2019 associated with FY19 Geologic Disposal Safety Assessment (GDSA) Repository Systems Analysis (RSA) work package within the SFWST Campaign. The overall objective of the GDSA RSA work package is to develop generic deep geologic repository concepts and system performance assessment (PA) models in several host-rock environments, and to simulate and analyze these generic repository concepts and models using the GDSA Framework toolkit, and other tools as needed.

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Benchmarking and QA testing in PFLOTRAN

International High-Level Radioactive Waste Management 2019, IHLRWM 2019

Laforce, Tara C.; Frederick, Jennifer M.; Hammond, Glenn E.; Stein, Emily; Mariner, Paul E.

PFLOTRAN is well-established in single-phase reactive transport problems, and current research is expanding its visibility and capability in two-phase subsurface problems. A critical part of the development of simulation software is quality assurance (QA). The purpose of the present work is QA testing to verify the correct implementation and accuracy of two-phase flow models in PFLOTRAN. An important early step in QA is to verify the code against exact solutions from the literature. In this work a series of QA tests on models that have known analytical solutions are conducted using PFLOTRAN. In each case the simulated saturation profile is rigorously shown to converge to the exact analytical solution. These results verify the accuracy of PFLOTRAN for use in a wide variety of two-phase modelling problems with a high degree of nonlinearity in the interaction between phase behavior and fluid flow.

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Results 51–54 of 54
Results 51–54 of 54
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