Abstract
Propagation of pressure waves in single and two-phase flows is of key interest for nuclear safety
analyses, reactor design, construction and life extension of nuclear reactors. In this work, we assess
the capabilities of RELAP-7, the next-generation nuclear reactor system code, to solve single- and
two-phase flows developing pressure waves. RELAP-7 is based on a 7-equation, two-phase flow model,
with distinct phasic pressures. It is well established that these hyperbolic conservation laws can develop
shocks and discontinuities and thus, require a stabilization numerical method. The all-Mach flow Entropy
Viscosity Method (EVM) is now employed in RELAP-7 as a viscous stabilization approach. In this
paper, we briefly describe the implementation of the EVM and use open-literature test cases that exhibit
pressure waves to show that the entropy viscosity method performs adequately for these single- and
two-phase cases.
