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Technical Papers

Fluoride-Salt-Cooled High-Temperature Test Reactor Thermal-Hydraulic Licensing and Uncertainty Propagation Analysis

ORCID Icon & ORCID Icon
Pages 1495-1512 | Received 19 Nov 2018, Accepted 19 Apr 2019, Published online: 05 Jun 2019
 

Abstract

An important fluoride-salt-cooled high-temperature reactor (FHR) development step is to design, build, and operate a test reactor. The uncertainties of the coolant thermophysical properties range between 2% and 20%. This study determines the effects of these high uncertainties by incorporating uncertainty propagation in a thermal-hydraulic safety analysis for test reactor licensing. A hot channel thermal-hydraulic model, Monte Carlo statistical sampling uncertainty propagation, and a limiting safety systems settings (LSSS) approach are combined to ensure sufficient margin to fuel and material thermal limits during steady-state operation while incorporating margin for high-uncertainty inputs. The method calculates LSSS parameters to define safe operation.

The methodology is applied to two test reactors currently considered, i.e., China’s first Solid Fueled Thorium Molten Salt Reactor (TMSR-SF1) pebble bed design and Massachusetts Institute of Technology’s Transportable FHR prismatic core design; two candidate coolants, i.e., flibe (LiF-BeF2) and nafzirf (NaF-ZrF4); and forced flow and natural circulation conditions to compare operating regions and LSSS power (maximum power not exceeding any thermal limits). The calculated operating region accounts for uncertainty (2σ) with an LSSS power for forced flows of 25.37 ± 0.72, 22.56 ± 1.15, 21.28 ± 1.48, and 11.32 ± 1.35 MW for pebble flibe, pebble nafzirf, prismatic flibe, and prismatic nafzirf, respectively. The pebble bed has superior heat transfer with an operating region reduced 10% less when switching coolants and 50% smaller uncertainty than the prismatic. The maximum fuel temperature constrains the pebble bed while the maximum coolant temperature constrains the prismatic due to different dominant heat transfer modes. Sensitivity analysis revealed that (1) thermal conductivity and thus conductive heat transfer dominate in the prismatic design while convection is superior in the pebble bed and (2) the impact of thermophysical property uncertainties is ranked and should be considered for experimental measurements in the following order: thermal conductivity, heat capacity, density, and last, viscosity. Broadly, the methodology incorporates uncertainty propagation that can be used to evaluate parametric uncertainties to satisfy guidelines for nonpower reactor licensing applications, and its application shows that the pebble bed is more attractive for thermal-hydraulic safety. Although the method is developed and evaluated for coolant property uncertainties, it is readily applicable for other parameters of interest.

Nomenclature

cp=

= heat capacity

d=

= flow disparity factor

F=

= hot channel factor

g=

= gravity

h=

= heat transfer coefficient

k=

= thermal conductivity

L=

= length/height

=

= mass flow rate

N=

= number of

Nu=

= Nusselt number

Pr=

= Prandtl number

Q˙=

= reactor power

q=

= heat flux

q=

= volumetric heat generation rate

R=

= radius

Re=

= Reynolds number

T=

= temperature

Greek

ΔP=

= pressure rise

ΔT=

= temperature rise

μ=

= dynamic viscosity

ρ=

= density

σ=

= standard deviation

Subscript

B=

= boiling

b=

= bulk

c=

= coolant

F=

= fuel

f=

= factor

fc=

= fuel channel

G=

= graphite

H=

= enthalpy

hc=

= hot channel

in=

= inlet

M=

= maximum

m=

= melting

mod=

= modified

nc=

= nominal channel

out=

= outlet

p=

= pebble

Q=

= heat flux

r=

= radial

w=

= wall

z=

= axial

Superscript

N=

= nuclear

Acknowledgments

This work is supported by the U.S. Department of Energy Nuclear Energy University Program, Integrated Research Project.

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