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Growing Science » Engineering Solid Mechanics » Mathematical modeling of temperature during laser forming using bimodal beam

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Engineering Solid Mechanics

ISSN 2291-8752 (Online) - ISSN 2291-8744 (Print)
Quarterly Publication
Volume 3 Issue 3 pp. 187-194 , 2015

Mathematical modeling of temperature during laser forming using bimodal beam Pages 187-194 Right click to download the paper Download PDF

Authors: Masoud Sistaninia, Mahjoubeh Sistaninia

doi 10.5267/j.esm.2015.4.002
Crossmark

Keywords: Bimodal beam, Finite element, Laser forming, Thermal modeling

Abstract: An analytical and numerical solution is developed for a transient heat conduction equation in which a plane slab is heated by a bimodal distribution beam over the upper surface. In laser heat treatment of steel few methods are used to produce a wider and nearly uniform average irradiance profile. This may be achieved by a bimodal (TEM11) shaped laser beam. In this paper, Green function method is employed to derive an analytical solution for thermal field distribution induced by laser forming process. Then 3-D finite element modeling of a slab in the ANSYS code is used to model the thermal field of laser forming with bimodal beam distribution. The results show that bimodal beam is useful for obtaining a uniform heat intensity distribution.

How to cite this paper

Sistaninia, M & Sistaninia, M. (2015). Mathematical modeling of temperature during laser forming using bimodal beam.Engineering Solid Mechanics, 3(3), 187-194.

References
Holzer, S., Arnet, H., & Geiger, M. (1994). Extending laser bending for the generation of convex shapes. Proceedings of LANE’94, Section B, 1, Meisenbach Bamberg, Germany, pp. 379-386.

Komanduri, R., & Hou, Z. B. (2004). Thermal analysis of laser surface transformation hardening—optimization of process parameters. International Journal of Machine Tools and Manufacture, 44(9), 991-1008.

Liu, F. R., Chan, K. C., & Tang, C. Y. (2007). Numerical simulation of laser forming of aluminum matrix composites with different volume fractions of reinforcement. Materials Science and Engineering: A, 458(1), 48-57.

Polyanin, A. D. (2001). Handbook of linear partial differential equations for engineers and scientists. CRC press.

Shen, H., Shi, Y., & Yao, Z. (2006). Numerical simulation of the laser forming of plates using two simultaneous scans. Computational Materials Science, 37(3), 239-245.

Shi, Y., Yao, Z., Shen, H., & Hu, J. (2006). Research on the mechanisms of laser forming for the metal plate. International Journal of Machine Tools and Manufacture, 46(12), 1689-1697.

Vollertsen, F., (1994). Mechanism and models for laser forming. Proceedings of LANE’94, Section B, 1, Meisenbach Bamberg, Germany, pp 345-360.

Yao, Z., Shen, H., Shi, Y., & Hu, J. (2007). Numerical study on laser forming of metal plates with pre-loads. Computational Materials Science, 40(1), 27-32.
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Journal: Engineering Solid Mechanics | Year: 2015 | Volume: 3 | Issue: 3 | Views: 1842 | Reviews: 0

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