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Comparison Of Different Data Acquisition Techniques For Shape Optimization Problems

Authors :
Attila Vámosi
Tamás Mankovits
Dávid Huri
Imre Kocsis
Tamás Szabó
Publication Year :
2015
Publisher :
Zenodo, 2015.

Abstract

Non-linear FEM calculations are indispensable when important technical information like operating performance of a rubber component is desired. For example rubber bumpers built into air-spring structures may undergo large deformations under load, which in itself shows non-linear behavior. The changing contact range between the parts and the incompressibility of the rubber increases this non-linear behavior further. The material characterization of an elastomeric component is also a demanding engineering task. The shape optimization problem of rubber parts led to the study of FEM based calculation processes. This type of problems was posed and investigated by several authors. In this paper the time demand of certain calculation methods are studied and the possibilities of time reduction is presented.<br />{"references":["J. J. Kim, H. Y. Kim, \"Shape design of an engine mount by a method of\nparameter optimization,\" Computers and Structures, vol. 65, no. 5, pp.\n725-731, 1997.","K. K. Choi, W. Duan, \"Design sensitivity analysis and shape\noptimization of structural components with hyperelastic material,\"\nComputer Methods in Applied Mechanics and Engineering, vol. 187, pp.\n219-243, 2000.","J. S. Lee, S. C. Kim, \"Optimal design of engine mount rubber\nconsidering stiffness and fatigue strength,\" Journal of Automobile\nEngineering, vol. 221, no. 7, pp. 823-835, 2007.","V. T. Vu, \"Minimum weight design for toroidal pressure vessels using\ndifferential evolution and particle swarm optimization,\" Structural and\nMultidisciplinary Optimization, vol. 42, no. 3, pp. 351-359, 2010.","T. Mankovits, I. Kocsis, T. Portik, T. Szabó, I. Páczelt, \"Shape Design\nof Rubber Part Using FEM,\" International Review of Applied Sciences\nand Engineering, vol. 4, no. 2, pp. 85-94, 2013.","N. Kaya, \"Shape optimization of rubber bushing using differential\nevolution algorithm,\" The Scientific World Journal, ID 379196, pp. 1-9,\n2014.","K. Shintani, H. Azegami, \"Shape optimization of rubber bushing,\" 11th\nWorld Congress on Computational Mechanics, 20-25 July, Barcelona,\nSpain, 2014.","T. Mankovits, T. Szabó, I. Kocsis, I. Páczelt, \"Optimization of the Shape\nof Axi-Symmetric Rubber Bumpers,\" Strojniski vestnik-Journal of\nMechanical Engineering, vol. 60, no. 1, pp. 61-71, 2014.","ISO 7743 \"Rubber, vulcanized or thermoplastic – Determination of\ncompression stress-strain properties\", 2008."]}

Details

Language :
English
Database :
OpenAIRE
Accession number :
edsair.doi.dedup.....a41b692911fbc8d8ef93ef4e5ec2bc34
Full Text :
https://doi.org/10.5281/zenodo.1099657