The heat transfer coefficient is an essential measure in the predesign
of supercritical water-cooled reactors (SCWRs). At
supercritical pressures, three distinct heat transfer modes exist:
normal, improved, and deteriorated. The heat transfer behavior
of supercritical water in the pseudo-critical range is different
from that of single-phase fluids in the subcritical range.
These heat transfer modes differ from those of single-phase
flow at subcritical pressures, resulting in an unusual behavior
of the heat transfer coefficients. Moreover, during accidental
scenarios, when the operating pressure is reduced from supercritical
to subcritical conditions, a boiling crisis may occur.
During pressure reduction, temporary phenomena such as
superheating of the cladding temperature can endanger the safe
operation of SCWRs. In order to analyze operational and accidental
scenarios of SCWRs, thermal-hydraulic system codes
such as ATHLET are applied. However, the prediction capabilities
of thermal-hydraulic system codes rely on a comprehensive
validation work based on experimental data. This
study presents an extensive analysis of the applicability of
ATHLET at the near-critical pressure range. ATHLET is assessed
against the LESHP-database and two trans-critical transient
experiments. At supercritical pressures, the heat transfer
coefficient correlations are evaluated with regard to their prediction
accuracy and numerical problems including the \multiple
solutions problems". The trans-critical transient experiments
are used to test the prediction capability of ATHLET
with respect to transient heat transfer phenomena including
critical heat flux, film boiling and return to nucleate boiling.
«
The heat transfer coefficient is an essential measure in the predesign
of supercritical water-cooled reactors (SCWRs). At
supercritical pressures, three distinct heat transfer modes exist:
normal, improved, and deteriorated. The heat transfer behavior
of supercritical water in the pseudo-critical range is different
from that of single-phase fluids in the subcritical range.
These heat transfer modes differ from those of single-phase
flow at subcritical pressures, resulting in an unusual be...
»