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Effect of Interlayer on the Elastic-Plastic Deformation of Coating Systems

Published online by Cambridge University Press:  03 January 2019

Y. X. Guo
Affiliation:
College of Mechanical Engineering Jiangnan University Wuxi, China Department of Industrial and Systems Engineering University of Tennessee Knoxville, USA
Y. W. Zhao*
Affiliation:
Jiangnan University Wuxi, China
*
*Corresponding author ([email protected])
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Abstract

The finite element method (FEM) was used to study the elastic-plastic contact in the coating systems with interlayer. The results reveal that with the increase of interlayer thickness, the maximum shear stress of coating/interlayer and interlayer/substrate interfaces decreases. Moreover, the sharply changed shear stress between the interfaces of coating/interlayer and interlayer/substrate decreases too. There is no further decrease when interlayer thickness increase to 0.04 mm and above. With the increasing of interlayer elastic modulus, the shear stress of coating/interlayer interface decreases while the shear stress of interlayer/substrate interface increases. Meanwhile, the higher elastic modulus leads to the intensive tensile stress concentration on the interface of coating/interlayer. Hence, the interlayer with appropriate elastic modulus not only reduces the shear stress of coating/interlayer and interlayer/substrate interfaces but also decreases the tensile stress of coating/interlayer interface. The mechanical properties of coating systems were investigated with different interlayer yield strength. The effective hardness and elastic modulus increase with the increase of interlayer yield strength, which is good to protect the substrate from the deformation. In addition, higher indentation load can lead to the decrease of effective hardness and elastic modulus.

Type
Research Article
Copyright
© The Society of Theoretical and Applied Mechanics 2018 

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References

REFERENCES

Naghibi, S. A., Raeissi, K. and Fathi, M. H., “Corrosion and Tribocorrosion Behavior of Ti/TiN PVD Coating on 316L Stainless Steel Substrate in Ringer’s Solution,” Materials Chemistry and Physics, 148, pp. 614623 (2014).Google Scholar
Gawronski, A., Patzig, C., Höche, T. and Rüssel, C., “Effect of Y2O3 and CeO2 on the Crystallisation Behaviour and Mechanical Properties of Glass-Ceramics in the System MgO/Al2O3/SiO2/ZrO2,” Journal of Materials Science, 50, pp. 19861995 (2015).Google Scholar
Jeng, Y. R., Islam, S., Wu, K. T., Erdemir, A. and Eryilmaz, O., “Investigation of Nano-Mechanical and- Tribological Properties of Hydrogenated Diamond Like Carbon (DLC) Coatings,” Journal of Mechanics, 33, pp. 769776 (2017).Google Scholar
Bian, D., Aradhyula, T. V., Guo, Y. and Zhao, Y., “Improving Tribological Performance of Chemically Bonded Phosphate Ceramic Coatings Reinforced by Graphene Nano-Platelets,” Ceramics International, 43, pp. 1246612471 (2017).Google Scholar
Gao, Y. F., Xu, H. T., Oliver, W. C. and Pharr, G. M., “Effective Elastic Modulus of Film-on-Substrate Systems under Normal and Tangential Contact,” Journal of the Mechanics and Physics of Solids, 56, pp. 402416 (2008).Google Scholar
Ren, X. D. et al., “A Finite Element Analysis of Thermal Relaxation of Residual Stress in Laser Shock Processing Ni-Based Alloy GH4169,” Materials & Design (1980–2015), 54, pp. 708711 (2014).Google Scholar
Wang, L. et al., “Modeling of Thermal Properties and Failure of Thermal Barrier Coatings with the Use of Finite Element Methods: a Review,” Journal of the European Ceramic Society, 36, pp. 13131331 (2016).Google Scholar
Huang, X. Q. and Pelegri, A. A., “Finite Element Analysis on Nanoindentation with Friction Contact at the Film/Substrate Interface,” Composites Science and Technology, 67, pp. 13111319 (2007).Google Scholar
Piao, Z. Y., Xu, B. S., Wang, H. D. and Pu, C. H., “Effects of Thickness and Elastic Modulus on Stress Condition of Fatigue-Resistant Coating under Rolling Contact,” Journal of Central South University of Technology, 17, pp. 899905 (2010).Google Scholar
Tang, G. and Shen, Y. L., “Numerical Assessment of Compressive Deformation in Metal-Ceramic Multilayer Micro-Pillars,” Journal of Mechanics, pp. 19 (2017).Google Scholar
Zhang, X. C., Xu, B. S., Wang, H. D., Wu, Y. X. and Jiang, Y., “Effects of Compositional Gradient and Thickness of Coating on the Residual Stresses within the Graded Coating,” Materials & Design, 28, pp. 11921197 (2007).Google Scholar
Djabella, H. and Arnell, R. D., “Finite Element Comparative Study of Elastic Stresses in Single, Double Layer and Multilayered Coated Systems,” Thin Solid Films, 235, pp. 156162 (1993).Google Scholar
Yang, Y., Liao, N., Zhang, M. and Li, F., “Evaluation of the Elastic-Plastic Properties of SiCN Coating System by Finite Element Simulations,” Journal of the European Ceramic Society, 37, pp. 38913897Google Scholar
Kim, J. H., Miranda, P., Kim, D. K. and Lawn, B. R., “Effect of an Adhesive Interlayer on the Fracture of a Brittle Coating on a Supporting Substrate,” Journal of Materials Research, pp. 222227 (2003).Google Scholar
Jiang, C., Jordan, E. H., Harris, A. B., Gell, M. and Roth, J., “Double-Layer Gadolinium Zirconate/Yt-tria-Stabilized Zirconia Thermal Barrier Coatings Deposited by the Solution Precursor Plasma Spray Process,” Journal of Thermal Spray Technology, pp. 895906 (2015).Google Scholar
Fontalvo, G. A., Daniel, R. and Mitterer, C., “Inter-layer Thickness Influence on the Tribological Response of Bi-Layer Coatings,” Tribology International, pp. 108112 (2009).Google Scholar
Guab, L., Keb, P., Zoua, Y., Lib, X. and Wangb, A., “Amorphous Self-Lubricant MoS<sub>2</sub>-C Sputtered Coating with High Hardness,” Applied Surface Science, pp. 6671 (2015).2-C+Sputtered+Coating+with+High+Hardness,”+Applied+Surface+Science,+pp.+66–71+(2015).>Google Scholar
Bernoulli, D. et al., “Improved Contact Damage Resistance of Hydrogenated Diamond-Like Carbon (DLC) with a Ductile Alpha-Ta Interlayer,” Diamond and Related Materials, pp. 7883 (2015).Google Scholar
Callisti, M. and Polcar, T., “The Role of Ni-Ti-(Cu) Interlayers on the Mechanical Properties and Nano-Scratch Behaviour of Solid Lubricant W-S-C Coatings,” Surface and Coatings Technology, 254, pp. 260269 (2014).Google Scholar
Djabella, H. and Arnell, R. D., “Finite Element Analysis of the Contact Stresses in Elastic Coating/Substrate Under Normal and Tangential Load,” Thin Solid Films, 223, pp. 8797 (1993).Google Scholar
Kot, M., Rakowski, W., Lackner, J. M. and Major, L., “Analysis of Spherical Indentations of Coating-Substrate Systems: Experiments and Finite Element Modeling,” Materials & Design, 43, pp. 99111 (2013).Google Scholar
Vlachos, D. E., Markopoulos, Y. P. and Kostopoulos, V., “3-D Modeling of Nanoindentation Experiment on a Coating-Substrate System,” Computational Mechanics, 27, pp. 138144 (2001).Google Scholar
Zhang, X. C., Xu, B. S., Wang, H. D., Wu, Y. X. and Jiang, Y., “Hertzian Contact Response of Single-Layer, Functionally Graded and Sandwich Coatings,” Materials & Design, 28, pp. 4754 (2007).Google Scholar
Djabella, H. and Arnell, R., “Finite Element Analysis of Contact Stresses in Elastic Double-Layer Systems under Normal Load,” Thin Solid Films, 223, pp. 98108 (1993).Google Scholar
Oliver, W. C. and Pharr, G. M., “An Improved Technique for Determining Hardness and Elastic Modulus Using Load and Displacement Sensing Indentation Experiments,” Journal of Materials Research, 7, pp. 15641583 (1992).Google Scholar
Oliver, W. C. and Pharr, G. M., “Measurement of Hardness and Elastic Modulus by Instrumented Indentation: Advances in Understanding and Refinements to Methodology,” Journal of Materials Research, 19, pp. 320 (2004).Google Scholar
Sun, Y., Bloyce, A. and Bell, T., “Finite Element Analysis of Plastic Deformation of Various TiN Coating/Substrate Systems under Normal Contact with a Rigid Sphere,” Thin Solid Films, 271, pp. 122131 (1995).Google Scholar