Phase Distribution and Stresses in the Coating Deposited from Plasma

Abstract:

The heat and kinetic phenomena accompanying the carbide coating growth during deposition from plasma are investigated numerically. The coupling model taking into account some cross-effects between fields of various physical natures was used here. The phase, elements distribution, stresses and strains in the growing coating and substrate of cylindrical form where calculated. It is demonstrated that interrelation between diffusion and deformation plays a significant role for coating composition change.

• Periodical: Advanced Materials Research (Volume 1040)
• Pages: 565-570
• DOI: https://doi.org/10.4028/www.scientific.net/AMR.1040.565
• Online since: September 2014
• Authors: Sergey A. Shanin*, Anna G. Knyazeva
• Keywords: Coating Deposition, Cross Effects, Kinetic, Numerical Modeling, Phase Formation, Strain, Stress, Thermodynamic

References

[1] Montay G., Cherouat A., Nussair A., Lu J. Residual stress in coating technology, Material science technology, 20 (2004) 81–84.

[2] Clyne T.W., Gill S.C. Residual stresses in thermal spray coatings and their effect on interfacial adhesion: A review of recent work, Journal of Thermal Spray Technology, 5/4 (1996) 401–418.

DOI: 10.1007/bf02645271

[3] B. Breidestein, B. Denkena, Significance of residual stress in PVD-coated carbide cutting tools , CIRS Annals – Manufacturing technology, 62 (2013) 67-70.

DOI: 10.1016/j.cirp.2013.03.101

[4] Soroka O.B., Evaluation of residual stresses in PVD-coatings. Part 1. Review, Strength of materials, 42/3 (2010) 287-296.

DOI: 10.1007/s11223-010-9217-1

[5] S.A. Shanin, A.G. Knyazeva, I.L. Pobol, A.G. Denizhenko, Numerical and experimental investigation of technology parameter influence on phase and chemical composition of carbide coating growing in impulse electro arc plasma, Chemical Physics and mesoscopy (in Rusian), 14/4 (2012).

[6] S.A. Shanin, A.G. Knyazeva, Coupling model of coating formation on substrate of cylindrical form, Applied mechanics and Technical Physics, 55/3 (2014).

[7] V.A. Kudiniv, E.M. Kartashov V.V. Kalashnikov, Analytical solutions of heat and mass transfer and thermal elastic problems for multi layer constructions (in Russian), Moscow: Vysshaya shkola, (2005).

[8] Sanboh Lee, W.L. WNG, J.R. Chen Diffusion induces stresses in a hollow cylinder, Material Science and Engineering, A, 285 (2000) 186-194.

[9] Figuan Yang Interrelation between diffusion and chemical stresses, Material Science and Engineering, A 409 (2005) 153-159.

[10] Ya.S. Podstrigach, P.R. Shevchuk, D.V. Ivashchuk, Effect of thin coatings on stress-strain state of a layer with a two-sided coating in diffusion impregnation, Fiziko-chemichskaya mechanika materialov (translated from Russian Plenum publishing corporation, New York, No 4), 1 (1975).

DOI: 10.1007/bf00715491

[11] Knyazeva A.G., Demidov V.N. Transfer coefficients for three component deformable alloy, Vestnik PermGTU, Mechanika (in Russian), 3 (2011) 84–99.

[12] S.P. Timoshenko, J.N. Goodier, Theory of Elasticity, third ed., MeCraw-Hill, New York, (1970).