Reliability-based multi-objective optimization in tunneling alignment under uncertainty
This paper develops a framework of reliability-based multi-objective optimization (RBMO) in tunnel alignment. This study considers the two targets, the limit support pressure (LSP) and maximum ground surface deformation (MGSD), during the new tunnel’s excavation for safety and cost-saving purposes....
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sg-ntu-dr.10356-1597092022-06-29T08:44:38Z Reliability-based multi-objective optimization in tunneling alignment under uncertainty Feng, Liuyang Zhang, Limao School of Civil and Environmental Engineering Engineering::Civil engineering Reliability-Based Analysis Multi-Objective Optimization This paper develops a framework of reliability-based multi-objective optimization (RBMO) in tunnel alignment. This study considers the two targets, the limit support pressure (LSP) and maximum ground surface deformation (MGSD), during the new tunnel’s excavation for safety and cost-saving purposes. The hybrid particle swarm optimization-neural network (PSO-NN) is used to construct the meta-model of the LSP and MGSD, based on the 100 groups of finite element numerical results of two tunnel’s excavation. The uncertainty from the soil material property and the meta-model has been considered in the RBMO as well. Through the Monte-Carlo simulation, the probability constraints in the RBMO are determined. Finally, this study entails an illustrative case to examine the superiority of the RBMO in comparison with the deterministic multi-objective optimization (DMO) and reliability-based single-objective optimization (RBSO). Through selecting the best solution of all the Pareto optimal solutions based on the Technique for Order Preference by Similarity to an Ideal Solution (TOPSIS) approach, the optimized relative location of the newly built tunnel based on the RBMO is safer than that based on the RBSO under the tighter constraint for the LSP. In comparison with the RBSO, the RBMO generates a smaller LSP value with comparable MGSD value. Ministry of Education (MOE) Nanyang Technological University The Ministry of Education Tier 1 Grants, Singapore (No. 04MNP000279C120, No. 04MNP002126C120) and the Start-Up Grant at Nanyang Technological University, Singapore (No. 04INS000423C120) provided financial support for this research. 2022-06-29T08:44:38Z 2022-06-29T08:44:38Z 2021 Journal Article Feng, L. & Zhang, L. (2021). Reliability-based multi-objective optimization in tunneling alignment under uncertainty. Structural and Multidisciplinary Optimization, 63(6), 3007-3025. https://dx.doi.org/10.1007/s00158-021-02846-x 1615-147X https://hdl.handle.net/10356/159709 10.1007/s00158-021-02846-x 2-s2.0-85102524445 6 63 3007 3025 en 04MNP000279C120 04MNP002126C120 04INS000423C120 Structural and Multidisciplinary Optimization © 2021 The Author(s), under exclusive licence to Springer-Verlag GmbH, DE part of Springer Nature. All rights reserved. |
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Engineering::Civil engineering Reliability-Based Analysis Multi-Objective Optimization Feng, Liuyang Zhang, Limao Reliability-based multi-objective optimization in tunneling alignment under uncertainty |
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This paper develops a framework of reliability-based multi-objective optimization (RBMO) in tunnel alignment. This study considers the two targets, the limit support pressure (LSP) and maximum ground surface deformation (MGSD), during the new tunnel’s excavation for safety and cost-saving purposes. The hybrid particle swarm optimization-neural network (PSO-NN) is used to construct the meta-model of the LSP and MGSD, based on the 100 groups of finite element numerical results of two tunnel’s excavation. The uncertainty from the soil material property and the meta-model has been considered in the RBMO as well. Through the Monte-Carlo simulation, the probability constraints in the RBMO are determined. Finally, this study entails an illustrative case to examine the superiority of the RBMO in comparison with the deterministic multi-objective optimization (DMO) and reliability-based single-objective optimization (RBSO). Through selecting the best solution of all the Pareto optimal solutions based on the Technique for Order Preference by Similarity to an Ideal Solution (TOPSIS) approach, the optimized relative location of the newly built tunnel based on the RBMO is safer than that based on the RBSO under the tighter constraint for the LSP. In comparison with the RBSO, the RBMO generates a smaller LSP value with comparable MGSD value. |
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School of Civil and Environmental Engineering |
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School of Civil and Environmental Engineering Feng, Liuyang Zhang, Limao |
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Article |
author |
Feng, Liuyang Zhang, Limao |
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Feng, Liuyang |
title |
Reliability-based multi-objective optimization in tunneling alignment under uncertainty |
title_short |
Reliability-based multi-objective optimization in tunneling alignment under uncertainty |
title_full |
Reliability-based multi-objective optimization in tunneling alignment under uncertainty |
title_fullStr |
Reliability-based multi-objective optimization in tunneling alignment under uncertainty |
title_full_unstemmed |
Reliability-based multi-objective optimization in tunneling alignment under uncertainty |
title_sort |
reliability-based multi-objective optimization in tunneling alignment under uncertainty |
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2022 |
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https://hdl.handle.net/10356/159709 |
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1738844843828838400 |