FEM Simulation as a Tool for Planning and Optimizing the Rubber Pad Forming Process

Authors

  • Muamar M. Benisa Mechanical Engineering Department, Faculty of Engineering, Alasmarya Islamic University, Zliten, Libya
  • Galal H. Senussi Mechanical Engineering Department, Omar Al-Mukhtar University, Elabayda, Libya.
  • Abdalla S. Tawengi Faculty of Oil and Gas Engineering, Zawia University, Zawia, Libya.
  • Abdelnasir M. Shtewi Libyan authority for Scientific Research, Tripoli, Libya.

DOI:

https://doi.org/10.59743/jmset.v8i2.65

Keywords:

FE simulation, Optimization, Rubber pad forming, Sheet metal forming

Abstract

Manufacturing press-formed metallic components by conventional methods needs a burdensome trial-and-error process to set up the technology, which success depends, largely, upon the operator’s skill and experience. The finite element (FE) simulations of sheet-metal-forming processes assist the manufacturing engineer to design a forming process by shifting the costly press-shop try-outs to the computer-aided design environment. The purpose of applying numerical simulations of a manufacturing process such as rubber-pad forming is to avoid the trial-and-error procedure and shorten the development phases when tight times-to-market are demanded. The main aim of the investigation presented in this paper was to develop a numerical model that would be able to, successfully, simulate a rubber-pad forming process. The finite-element method was used for blank- and rubber-behavior predictions during the process. The study focused on simulating and investigating significant parameters (such as forming force and stress and strain distribution in a blank) which are associated with the rubber-pad forming process, also the capabilities of this process regarding the manufacturing of aircraft wing ribs and ships. As a result, the stress and strain distribution in a blank as well as the forming force were identified. The experimental analysis of a rib with a lightning hole showed a close correlation between the FE simulations and the experimental results.

References

ASM (2006). ASM Handbook Vol.14B, Metal Working: Sheet Forming. ASM International, pp. 375-385.

Benisa M., Babic B., Grbovic A., and Stefanovic Z. (2014). Numerical Simulation as a Tool for Optimizing Tool Geometry for Rubber Pad Forming Process. FME Transactions, 42: 67-73.

Benisa M., Babic B., Grbovic A., Stefanovic Z. (2012). Computer-aided modelling of the rubber-pad forming process. Materials and Technology, 46(5): 503–510.

Dirikolu M.H. and Akdemir E. (2004). Computer aided modelling of flexible forming process. Journal of Materials Processing Technology, 148(3): 376-381.

Fu M.W., Li H., Lu J., & Lu S.Q. (2009). Numerical study on the deformation behaviors of the flexible die forming by using viscoplastic pressure-carrying medium. Computational Materials Science, 46(4): 1058-1068. ‏

Liu Y. and Hua L. (2010). Fabrication of metallic bipolar plate for proton exchange membrane fuel cells by rubber pad forming. Journal of Power Sources, 195(11): 3529-3535. ‏

Liu Y., Hua L., Lan J., & Wei X. (2010). Studies of the deformation styles of the rubber-pad forming process used for manufacturing metallic bipolar plates. Journal of Power Sources, 195(24): 8177-8184. ‏

Sala G. (2001). A numerical and experimental approach to optimize sheet stamping technologies: Part II - aluminum alloys rubber-forming. Material and Design, 22: 299–315.

Takuda H. and Hatta N. (1998). Numerical analysis of the formability of an aluminum 2024 alloy sheet and its laminates with steel sheets. Metallurgical and Materials Transactions A, 29: 2829-2834. ‏

Thiruvarudchelvan S. (1993). Elastomers in metal forming: a review. Journal of Materials Processing Technology, 39(1-2): 55-82. ‏

Downloads

Published

2022-12-31

How to Cite

Benisa, M. M., Senussi, G. H., Tawengi, A. S., & Shtewi, A. M. (2022). FEM Simulation as a Tool for Planning and Optimizing the Rubber Pad Forming Process. Journal of Marine Sciences and Environmental Technologies, 8(2), E 57–67. https://doi.org/10.59743/jmset.v8i2.65

Issue

Section

المقالات