TY - JOUR
T1 - Real-time estimation of the transient thermomechanical behaviour of solar central receivers
AU - Laporte-Azcué, M.
AU - Acosta-Iborra, A.
AU - Otanicar, T. P.
AU - Santana, D.
N1 - Publisher Copyright:
© 2023 Elsevier Ltd
PY - 2023/6/1
Y1 - 2023/6/1
N2 - Solar radiation variability requires the use of simplified low-computational-cost analytical models for the thermo-mechanical analysis of molten-salt solar receivers. Thus, an analytical quasi-steady 1D-conduction solution for temperature-dependent thermal conductivity is proposed. It is compared against an analytical 2D-conduction expression relying on constant properties and FEM simulations, for various tube thicknesses and convective coefficients during steady-state operation and cloud passages. Small tube-thicknesses and high molten-salt velocity during operation make the Biot number large enough to neglect the angular diffusion: during a steady state, the maximum error in the dimensionless temperature gradient of the 1D-conduction expression against FEM is −0.16% for the regular-operation convective coefficient and 7.37% for a reduced one. Moreover, the high Fourier number for molten-salt receiver-tubes dimensions enables to use the quasi-steady assumption to determine the tubes transient temperature, with a maximum tube-crown dimensionless temperature error around 0.38%. Yet, it is ill-advised for thicker tubes, such as the ones required in sCO2 applications, which present a greater azimuthal heat transfer rate and heat accumulation during transients. Thus, opposite to the transient 2D-conduction solution for constant properties, the quasi-steady radial-conduction expression for variable conductivity is suitable to obtain the transient tube temperature with confidence and to monitor the damage due to high non-uniform purely transient solar-flux in molten-salt receivers.
AB - Solar radiation variability requires the use of simplified low-computational-cost analytical models for the thermo-mechanical analysis of molten-salt solar receivers. Thus, an analytical quasi-steady 1D-conduction solution for temperature-dependent thermal conductivity is proposed. It is compared against an analytical 2D-conduction expression relying on constant properties and FEM simulations, for various tube thicknesses and convective coefficients during steady-state operation and cloud passages. Small tube-thicknesses and high molten-salt velocity during operation make the Biot number large enough to neglect the angular diffusion: during a steady state, the maximum error in the dimensionless temperature gradient of the 1D-conduction expression against FEM is −0.16% for the regular-operation convective coefficient and 7.37% for a reduced one. Moreover, the high Fourier number for molten-salt receiver-tubes dimensions enables to use the quasi-steady assumption to determine the tubes transient temperature, with a maximum tube-crown dimensionless temperature error around 0.38%. Yet, it is ill-advised for thicker tubes, such as the ones required in sCO2 applications, which present a greater azimuthal heat transfer rate and heat accumulation during transients. Thus, opposite to the transient 2D-conduction solution for constant properties, the quasi-steady radial-conduction expression for variable conductivity is suitable to obtain the transient tube temperature with confidence and to monitor the damage due to high non-uniform purely transient solar-flux in molten-salt receivers.
KW - Dynamic response
KW - External central receiver
KW - Solar power tower plant
KW - Thermal stress
KW - Transient flux distribution
UR - http://www.scopus.com/inward/record.url?scp=85152936558&partnerID=8YFLogxK
U2 - 10.1016/j.tsep.2023.101834
DO - 10.1016/j.tsep.2023.101834
M3 - Article
AN - SCOPUS:85152936558
VL - 41
JO - Thermal Science and Engineering Progress
JF - Thermal Science and Engineering Progress
M1 - 101834
ER -