Phase Change Analysis of Robot Laser Drilling with Accuracy Enhancement by Deep Learning

Jihad Kadhim AbdAli, Maysoon Khazaal Abbas Maaroof
International Journal of Analytical, Experimental and Finite Element Analysis
Volume 9: Issue 3, Sept 2022, pp 50-61


Author's Information

Jihad Kadhim AbdAli1,2 

Corresponding Author
1Ph.D. Power Mech. Engg., Field Crops Dept., Agricultural College, Basic Education College, Al.Qasim Green University, Babil, Iraq
jihadhpvit@gmail.com

Maysoon Khazaal Abbas Maaroof2

2MSc. Information Technology, University of Babylon, Babil, Iraq

Article -- Peer Reviewed
Published online – 14 October 2022

Open Access article under Creative Commons License

Cite this article – Jihad Kadhim AbdAli, Maysoon Khazaal Abbas Maaroof, “Phase Change Analysis of Robot Laser Drilling with Accuracy Enhancement by Deep Learning”, International Journal of Analytical, Experimental and Finite Element Analysis, RAME Publishers, vol. 9, issue 3, pp. 50-61, Sept 2022.
https://doi.org/10.26706/ijaefea.3.9.2211163


Abstract:-
In this investigations, heat transfer mechanism of laser drilling process is analyzed by using Matlab program 8.5. Calculations of the heat impacted zone were also done. The moving boundary condition generates phase shift and influences heat transfer during the laser drilling process. The classical approach is used to study heat conduction in solids, with modifications made to account for the boundary condition transition from Stefan to continuous heat flow. According to the suggested model, for a given laser beam intensity and pulse time, the drilling hole profiles in a certain material will be quite near to one another. Robot placement errors are complicated since there are many different sources for them, programming in the python language examined. The positioning precision of the robot is improved, and its application capabilities are increased, to reinforced machine learning. The suggested methodology offers a simple and direct method for real-time robot position modification in industrial settings during production setup or readjustment situations. a deep learning approach used to increase the operational positioning precision of an articulated robot. Approximately 300 iterations later, the placement accuracy had significantly improved.
Index Terms:-
laser drilling, phase change phenomenon, deep learning, position error .
REFERENCES
  1. V. Semak, A. Matsunawa, The role of recoil pressure in energy balance during laser materials processing, Journal of Physics D: Applied Physics, 30(18) (1997) 2541-2552.

  2. M.V. Allmen, Laser drilling velocity in metals, J. Applied Physics, 47 (1976) 5460-5463.

  3. C.L. Chan, J. Mazumder, One-dimensional steady-state model for damage by vaporization and liquid expulsion due to laser-material interaction, J. Applied Physics, 62(11) (1987) 4579-4586.

  4. A. Kar, J. Mazumder, Two-dimensional model for material damage due to melting and vaporization during laser irradiation, J. Applied Physics, 68(8) (1990) 3884-3891.

  5. E. Armon, Y. Zvirin, G. Laufer, A. Solan, Metal drilling with a CO2 laser beam. I. Theory, J. Applied Physics, 65(12) (1989) 4995-5002.

  6. E. Armon, M. Hill, I.J. Spalding, Y. Zvirin, Metal drilling with a CO2 laser beam. II. Analysis of aluminum drilling experiments, J. Applied Physics, 65(12) (1989) 5003-5006.

  7. R.K. Ganesh, A. Faghri, Y. Hahn, A generalized thermal modeling for laser drilling process - I. Mathematical modeling and numerical methodology, Int. J. Heat Mass Transfer, 40(14) (1997) 3351-3360.

  8. Y. Zhang, A. Faghri, Vaporization, melting and heat conduction in the laser drilling process, Int. J. Heat Mass Transfer, 42(10) (1999) 1775-1790.

  9. W. Zhang, Y.L. Yao, K. Chen, Modelling and analysis of UV laser micromachining of copper, Int. J. Adv. Manuf. Technol. , 18(5) (2001) 323-331.

  10. G. Pastras, A. Fysikopoulos, P. Stavropoulos, G. Chryssolouris, An approach to modelling evaporation pulsed laser drilling and its energy efficiency, International Journal of Advanced Manufacturing Technology, 72(9-12) (2014) 1227-1241.

  11. D.K.Y. Low, L. Li, P.J. Byrd, Hydrodynamic physical modeling of laser drilling, Journal of Manufacturing Science and Engineering, Transactions of the ASME, 124(4) (2002) 852862.

  12. G.K.L. Ng, P.L. Crouse, L. Li, An analytical model for laser drilling incorporating effects of exothermic reaction, pulse width and hole geometry, International Journal of Heat and Mass Transfer, 49(7-8) (2006) 1358-1374.

  13. D. Zeng, W.P. Latham, A. Kar, Two-dimensional model for melting and vaporization during optical trepanning, Journal of Applied Physics, 97(10) (2005).

  14. J. Collins, P. Gremaud, A simple model for laser drilling, Mathematics and Computers in Simulation, 81(8) (2011) 1541-1552.

  15. V.V. Semak, T.F. Miller, Simulation of laser penetration efficiency, Journal of Physics D: Applied Physics, 46(38) (2013).

  16. L. Han, F.W. Liou, Numerical investigation of the influence of laser beam mode on melt pool, International Journal of Heat and Mass Transfer, 47(19-20) (2004) 4385-4402.

  17. S.Z. Shuja, B.S. Yilbas, Laser produced melt pool: Influence of laser intensity parameter on flow field in melt pool, Optics and Laser Technology, 43(4) (2011) 767-775.

  18. O. Momin, S.Z. Shuja, B.S. Yilbas, Laser heating of titanium and steel: Phase change at the surface, International Journal of Thermal Sciences, 54 (2012) 230-241.

  19. Y. Zhang, Z. Shen, X. Ni, Modeling and simulation on long pulse laser drilling processing, International Journal of Heat and Mass Transfer, 73 (2014) 429-437.

  20. P. Solana, P. Kapadia, J. Dowden, W.S.O. Rodden, S.S. Kudesia, D.P. Hand, J.D.C. Jones, Time dependent ablation and liquid ejection processes during the laser drilling of metals, Optics Communications, 191(1-2) (2001) 97-112.

  21. J.F. Li, L. Li, F.H. Stott, A three-dimensional numerical model for a convection-diffusion phase change process during laser melting of ceramic materials, International Journal of Heat and Mass Transfer, 47(25) (2004) 5523-5539.

  22. C.L. Chan, J. Mazumder, One-dimensional steady-state model for damage by vaporization and liquid expulsion due to laser-material interaction, Journal of Applied Physics, 62(11) (1987) 4579-4586.

  23. M.F. Modest, Three-dimensional, transient model for laser machining of ablating/decomposing materials, International Journal of Heat and Mass Transfer, 39(2) (1996) 221-234.

  24. Z.H. Shen, S.Y. Zhang, J. Lu, X.W. Ni, Mathematical modeling of laser induced heating and melting in solids, Optics and Laser Technology, 33(8) (2001) 533-537.

  25. C.Y. Ho, J.K. Lu, A closed form solution for laser drilling of silicon nitride and alumina ceramics, Journal of Materials Processing Technology, 140(1-3 SPEC.) (2003) 260-263.

  26. A. Shidfar, M. Alinejadmofrad, M. Garshasbi, A numerical procedure for estimation of the melt depth in laser material processing, Optics and Laser Technology, 41(3) (2009) 280284.

  27. W. Rohsenow, J. Hartnett, Y. Cho, Handbook of Heat Transfer, 3 ed., McGraw-Hill Education, New York, 1998.

  28. Ribeiro, T.; Gonçalves, F.; Garcia, I.; Lopes, G.; Ribeiro, A.F. Q-Learning for Autonomous Mobile Robot Obstacle Avoidance. In Proceedings of the 19th IEEE International Conference on Autonomous Robot Systems and Competitions (ICARSC) 2019, Porto, Portugal, 24–26 April 2019.

  29. Koushik, A.M.; Hu, F.; Kumar, S. Deep q-learning-based node positioning for throughput-optimal communications in dynamic UAV swarm network. IEEE Trans. Cogn. Commun. Netw. 2019, 5, 554–566.

  30. Gankidi, P.R.; Thangavelautham, J. FPGA architecture for deep learning and its application to planetary robotics. In Proceedings of the IEEE Aerospace Conference Proceedings, Big Sky, MT, USA, 4–11 March 2017; IEEE Computer Society: Washington, DC, USA, 2017.

  31. Edu, J.; Wang, Z.; Xie, Y.; Yang, Z.; Bayen, A.; Jadbabaie, A.; Pappas, G.J.; Parrilo, P.; Recht, B.; Tomlin, C.; et al. A Theoretical Analysis of Deep Q-Learning Jianqing Fan. PMLR 2020, 120, 486–489.

  32. Gordón, C.; Encalada, P.; Lema, H.; León, D.; Castro, C.; Chicaiza, D. Intelligent Autonomous Navigation of Robot Kuka Youbot. Advances in Intelligent Systems and Computing; Springer: Berlin, Germany, 2020; Volume 1038, pp. 954–967.

  33. Rahman, M.M.; Rashid, S.M.H.;Hossain, M.M. Implementation of Q-learning and deep Q-network for controlling as elf balancing robot model. Robot. Biomim. 2018, 5, 8.

  34. A.A. Kendoush, Theory of stagnation region heat and mass transfer to fluid jets impinging normally on solid surfaces, Chem. Eng. Proc., 37(3) (1998) 223-228.

  35. R. Bellantone, R.K. Ganesh, Analytical model for laser hold drilling final report: Contract II, in: E.H. report submitted to Pratt and Whitney Aircraft, CT (Ed.), 1991.

  36. A. Faghri, Y. Zhang, J.R. Howell, Advanced Heat and Mass Transfer, Global Digital Press, Columbia, MO, 2010.

  37. D. Burden, R. Faires, Numerical Analysis, Thomson Brooks/Cole, 2012.

  38. S.P. Kar, P. Rath, A fixed-grid based mixture model for pulsed laser phase change process, Computational Thermal Sciences, 6(1) (2014) 13-26.

  39. L.C. Evans, Partial Differential Equations, in, American Mathematics Society, 1997, pp. 662.

  40. AbdAli J, Alwan A , Theoretical Model to Investigate the Heat Transfer Mechanism through a Heat Pipe with Graphene Oxide/Distilled Water as Working Fluid,2020 IOP Conf. Series: Materials Science and Engineering 987 012017.

  41. Jihad Kadhim Abd Ali,Maysoon Khazaal Abbas Maaroof, Modeling and Analysis of Thermal Pipe by Mathlab to Greenhouse Heating ,Eurasian Journal of Engineering and Technology, Volume 9 | August, 2022

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