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Step amplitude-phase benchmark tests to analyze dynamic response of the methods in amplitude and phase step condition.
We demonstrate solver performance based on three two-phase benchmark problems: two-phase shock-tube problem, faucet flow problem, and Christensen boiling pipe problem.
This approach is verified using the experimental data of the Phase II benchmark problem of structural health monitoring which had been introduced by IASC-ASCE Structural Health Monitoring Task Group.
The paper presents an overview of the Phase 1 (V1000CT-1) benchmark activities and describes the approach used for assessing the coupled neutron kinetics/thermal-hydraulics codes.
In the present paper, the PSI-NUSS methodology is applied to quantify nuclear data uncertainties for the OECD/NEA UACSA Exercise Phase I benchmark.
Furthermore we evaluate the approach by solving a two-phase flow benchmark problem.
However, one reason for the absence of such two-phase flow benchmark studies is the lack of freely accessible, detailed and high-quality experimental data.
It phases these benchmarks in gradually in order to avoid disruption to beneficiaries, taking into account the relative payments to fee-for-service costs in an area.
This paper presents performance metrics tailored to phase-based benchmarking, which can be utilized as both leading and lagging indicators.
Finally, based on the RIA benchmark Phase-I and Phase-II conclusions, some recommendations are made.
The present paper provides a summary and conclusions of the second activity of the Benchmark Phase II, which is based on the input uncertainty propagation methodology.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com