TY - JOUR
T1 - Nonprobabilistic uncertain model updating and optimization design of thermal protection system
AU - Jiang, Wenting
AU - Wang, Xiaojun
AU - Wang, Ruixing
AU - Shi, Qinghe
AU - Zhu, Jingjing
N1 - Publisher Copyright:
© 2020 Elsevier Ltd
PY - 2020/11/5
Y1 - 2020/11/5
N2 - Reusable launch vehicles are subjected to intense aerodynamic heating during the hypersonic re-entry stage. Thus, thermal protection system (TPS) design methods that consider uncertainty have become increasingly important in recent years. In this study, a nonprobabilistic TPS optimization design that takes into account deviations in temperature-dependent thermophysical property parameters is carried out with corresponding experimental verification. An improved Latin hypercube design (ILHD) is first proposed to solve the sampling problem in the case where the distribution domains of correlated uncertainty parameters interfere with each other. Based on the ILHD, uncertainty and sensitivity analyses of the TPS heat transfer are performed, in which the importance and effect trends of uncertainty parameters to responses are clearly identified. In terms of both computational costs and accuracy, the ILHD method has a significant advantage because of the excellent abilities of random sampling to satisfy certain constraints, space-filling, and nonlinear response-fitting. The ILHD's superiority in uncertainty and sensitivity analyses is also proved compared with response bounds by sampling. During experimental verification, an uncertainty-based model updating method is proposed to modify the heat transfer numerical model of test pieces. Finally, a lighter design is obtained and the correctness and validity of applied methods are verified.
AB - Reusable launch vehicles are subjected to intense aerodynamic heating during the hypersonic re-entry stage. Thus, thermal protection system (TPS) design methods that consider uncertainty have become increasingly important in recent years. In this study, a nonprobabilistic TPS optimization design that takes into account deviations in temperature-dependent thermophysical property parameters is carried out with corresponding experimental verification. An improved Latin hypercube design (ILHD) is first proposed to solve the sampling problem in the case where the distribution domains of correlated uncertainty parameters interfere with each other. Based on the ILHD, uncertainty and sensitivity analyses of the TPS heat transfer are performed, in which the importance and effect trends of uncertainty parameters to responses are clearly identified. In terms of both computational costs and accuracy, the ILHD method has a significant advantage because of the excellent abilities of random sampling to satisfy certain constraints, space-filling, and nonlinear response-fitting. The ILHD's superiority in uncertainty and sensitivity analyses is also proved compared with response bounds by sampling. During experimental verification, an uncertainty-based model updating method is proposed to modify the heat transfer numerical model of test pieces. Finally, a lighter design is obtained and the correctness and validity of applied methods are verified.
KW - Model updating
KW - Nonprobabilistic optimization
KW - Sensitivity analysis
KW - Thermal protection system
KW - Uncertainty analysis
UR - https://www.scopus.com/pages/publications/85089351785
U2 - 10.1016/j.applthermaleng.2020.115822
DO - 10.1016/j.applthermaleng.2020.115822
M3 - 文章
AN - SCOPUS:85089351785
SN - 1359-4311
VL - 180
JO - Applied Thermal Engineering
JF - Applied Thermal Engineering
M1 - 115822
ER -