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Published in: Structural and Multidisciplinary Optimization 4/2021

26-11-2020 | Industrial Application Paper

Mathematical modeling and multi-objective optimization design of eccentric telescopic rod conveyor

Authors: Zhiping Zhai, Xiaoyun Kang, Hongbo Wang, Hongmei Cui, Can Li, Yingsheng Mou

Published in: Structural and Multidisciplinary Optimization | Issue 4/2021

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Abstract

In order to improve the conveying performance of the eccentric telescopic rod conveyor, theoretical analysis is used to find rotation center position of the telescopic rod and the relationship among various structural parameters of the conveyor with position alteration of the eccentric axis. A mathematical model of one periodic conveying capacity of the device and the velocity and acceleration equations of the telescopic rod end are established. The multi-objective optimization analysis are done by the virtual prototyping technology and the multi-island genetic algorithm, which takes the maximum conveying volume of one periodic and minimum acceleration of the rod end as the optimization goals. The results show that after multi-objective optimization, the conveying efficiency is improved, while the impact of telescopic rod striking on materials during the conveying process is reduced and the overall performance is better. Then, an example is taken to verify the mathematical models and multi-objective optimization analysis results, and the wireless acceleration test system is used to test the telescopic rod end acceleration before and after the structural optimization. The experimental and mathematical model calculation results show good agreement before and after the structural parameters’ optimization. The study shows that the mathematical model and the multi-objective optimization results are credible. It provides a theoretical and methodological reference for the practical design and optimization of eccentric telescopic rod conveyor.

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Metadata
Title
Mathematical modeling and multi-objective optimization design of eccentric telescopic rod conveyor
Authors
Zhiping Zhai
Xiaoyun Kang
Hongbo Wang
Hongmei Cui
Can Li
Yingsheng Mou
Publication date
26-11-2020
Publisher
Springer Berlin Heidelberg
Published in
Structural and Multidisciplinary Optimization / Issue 4/2021
Print ISSN: 1615-147X
Electronic ISSN: 1615-1488
DOI
https://doi.org/10.1007/s00158-020-02777-z

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