Topology optimization of a ratchet compensation structure subject to periodic constraints

The railway pantograph-catenary system employs a ratchet compensation device to sustain the tension of the contact wire. However, the excessive weight associated with the ratchet structure adversely affects the performance of the compensation device. An optimization design aimed at lightweight optim...

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Main Authors: Taining Qi, Tao Yan, Shiju Song, Yu Zhu, Geng Chen
Format: Article
Language:English
Published: KeAi Communications Co., Ltd. 2024-12-01
Series:High-Speed Railway
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S2949867824000746
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author Taining Qi
Tao Yan
Shiju Song
Yu Zhu
Geng Chen
author_facet Taining Qi
Tao Yan
Shiju Song
Yu Zhu
Geng Chen
author_sort Taining Qi
collection DOAJ
description The railway pantograph-catenary system employs a ratchet compensation device to sustain the tension of the contact wire. However, the excessive weight associated with the ratchet structure adversely affects the performance of the compensation device. An optimization design aimed at lightweight optimization of the ratchet wheel structure can enhance the system’s agility, improve material utilization, and reduce costs. This study uses a finite element model to establish an equivalent load model for the ratchet under service conditions and analyzes its load-bearing state. An optimization model was created and solved using ANSYS Workbench. The topological optimization configurations were compared under unconstrained conditions and four different periodic constraint scenarios. Following this, the structure was redesigned based on the topological optimization results, and a simulation analysis was conducted to compare the reconstructed model with the original model. The comparison results indicate that the masses of all four optimized models have been reduced by more than 10 %. Additionally, under conditions of a fully wound compensation rope, the maximum stress has decreased by over 20 %, leading to a more uniform stress distribution and improved overall performance. The topology optimization and redesign method based on periodic constraints offers a viable engineering solution for the lightweight design of the ratchet structure.
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institution Kabale University
issn 2949-8678
language English
publishDate 2024-12-01
publisher KeAi Communications Co., Ltd.
record_format Article
series High-Speed Railway
spelling doaj-art-2c8f324619b64b3f91a647f33e6f6e0d2024-12-26T08:58:18ZengKeAi Communications Co., Ltd.High-Speed Railway2949-86782024-12-0124230240Topology optimization of a ratchet compensation structure subject to periodic constraintsTaining Qi0Tao Yan1Shiju Song2Yu Zhu3Geng Chen4School of Mechanical, Electronic and Control Engineering, Beijing Jiaotong University, Beijing 100044, ChinaBaoji Bao De Li Electrification Equipment Limited Liability Company, Baoji 721000, ChinaSchool of Mechanical, Electronic and Control Engineering, Beijing Jiaotong University, Beijing 100044, ChinaSchool of Mechanical, Electronic and Control Engineering, Beijing Jiaotong University, Beijing 100044, China; National International Science and Technology Cooperation Base on Railway Vehicle Operation Engineering, Beijing Jiaotong University, Beijing 100044, China; Corresponding author.School of Mechanical, Electronic and Control Engineering, Beijing Jiaotong University, Beijing 100044, China; National International Science and Technology Cooperation Base on Railway Vehicle Operation Engineering, Beijing Jiaotong University, Beijing 100044, ChinaThe railway pantograph-catenary system employs a ratchet compensation device to sustain the tension of the contact wire. However, the excessive weight associated with the ratchet structure adversely affects the performance of the compensation device. An optimization design aimed at lightweight optimization of the ratchet wheel structure can enhance the system’s agility, improve material utilization, and reduce costs. This study uses a finite element model to establish an equivalent load model for the ratchet under service conditions and analyzes its load-bearing state. An optimization model was created and solved using ANSYS Workbench. The topological optimization configurations were compared under unconstrained conditions and four different periodic constraint scenarios. Following this, the structure was redesigned based on the topological optimization results, and a simulation analysis was conducted to compare the reconstructed model with the original model. The comparison results indicate that the masses of all four optimized models have been reduced by more than 10 %. Additionally, under conditions of a fully wound compensation rope, the maximum stress has decreased by over 20 %, leading to a more uniform stress distribution and improved overall performance. The topology optimization and redesign method based on periodic constraints offers a viable engineering solution for the lightweight design of the ratchet structure.http://www.sciencedirect.com/science/article/pii/S2949867824000746Topology optimizationSIMP density-based methodRatchet compensation deviceANSYS Workbench
spellingShingle Taining Qi
Tao Yan
Shiju Song
Yu Zhu
Geng Chen
Topology optimization of a ratchet compensation structure subject to periodic constraints
High-Speed Railway
Topology optimization
SIMP density-based method
Ratchet compensation device
ANSYS Workbench
title Topology optimization of a ratchet compensation structure subject to periodic constraints
title_full Topology optimization of a ratchet compensation structure subject to periodic constraints
title_fullStr Topology optimization of a ratchet compensation structure subject to periodic constraints
title_full_unstemmed Topology optimization of a ratchet compensation structure subject to periodic constraints
title_short Topology optimization of a ratchet compensation structure subject to periodic constraints
title_sort topology optimization of a ratchet compensation structure subject to periodic constraints
topic Topology optimization
SIMP density-based method
Ratchet compensation device
ANSYS Workbench
url http://www.sciencedirect.com/science/article/pii/S2949867824000746
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AT taoyan topologyoptimizationofaratchetcompensationstructuresubjecttoperiodicconstraints
AT shijusong topologyoptimizationofaratchetcompensationstructuresubjecttoperiodicconstraints
AT yuzhu topologyoptimizationofaratchetcompensationstructuresubjecttoperiodicconstraints
AT gengchen topologyoptimizationofaratchetcompensationstructuresubjecttoperiodicconstraints