[1] CHEN, P., CHEN, S., and PENG, J. Interface behavior of a thin-film bonded to a graded layer coated elastic half-plane. International Journal of Mechanical Sciences, 115-116, 489–500(2016)
[2] BJORLING, M., LARSSON, R., and MARKLUND, P. The effect of DLC coating thickness on elstohydrodynamic friction. Tribology Letters, 55, 353–362(2014)
[3] GUO, Y. B., LU, X. Q., LI, W. Y., and HE, T. Interfacial stress and failure analysis for piston ring coatings under dry running condition. Tribology Transactions, 356, 1027–1034(2013)
[4] CHU, L. M., CHEN, C. Y., TEE, C. K., CHEN, Q. D., and LI, W. L. Elastohydrodynamic lubrication analysis for transversely isotropic coating layer. Journal of Tribology, 136, 031502(2014)
[5] CHEN, Z., GOLTSBERG, R., and ETSION, I. A universal model for a frictionless elastic-plastic coated spherical normal contact with moderate to large coating thicknesses. Tribology International, 114, 485–493(2017)
[6] COMEZ, I. and ERDOL, R. Frictional contact problem of a rigid stamp and an elastic layer bonded to a homogeneous substrate. Archive of Applied Mechanics, 83, 15–24(2013)
[7] YAN, J. and MI, C. W. On the receding contact between an inhomogeneously coated elastic layer and a homogeneous half-plane. Mechanics of Materials, 112, 18–27(2017)
[8] STAN, G. and ADAMS, G. G. Adhesive contact between a rigid spherical indenter and an elastic multi-layer coated substrate. International Journal of Solids and Structures, 87, 1–10(2016)
[9] ZHANG, X. L., LAUWERENS, W., STALS, L., HE, J. W., and CELIS, J. P. Fretting wear rate of sulphur deficient MoSx coatings based on dissipated energy. Journal of Materials Research, 16, 3567–3574(2001)
[10] HABCHI, W. Influence of thermo-mechanical properties of coatings on friction in elastohydrodynamic lubricated contacts. Tribology International, 90, 113–122(2015)
[11] HE, T., WANG, Z. J., and WU, J. Q. Effect of imperfect coating on the elastohydrodynamic lubrication: dislocation-like and force-like coating-substrate interfaces. Tribology International, 143, 106098(2020)
[12] HU, J. J., SUN, W. M., JIANG, Z. H., ZHANG, W., LU, J. W., HUO, W. T., ZHANG, Y. S., and ZHANG, P. X. Indentation size effect on hardness in the body-centered cubic coarse grained and nanocrystalline tantalum. Materials Science and Engineering: A, 686, 19–25(2017)
[13] MINDLIN, R. D. and TIERSTEN, H. F. Effects of couple-stresses in linear elasticity. Archive for Rational Mechanics and Analysis, 11, 415–448(1962)
[14] ZISIS, T., GOURGIOTIS, P. A., BAXEVANAKIS, K. P., and GEORGIADIS, H. G. Some basic contact problems in couple stress elasticity. International Journal of Solids and Structures, 51, 2084–2095(2014)
[15] NEFF, P., MÜNCH, I., GHIBA, I. D., and MADEO, A. On some fundamental misunderstandings in the indeterminate couple stress model. International Journal of Solids and Structures, 81, 233–243(2016)
[16] SHAAT, M. Physical and mathematical representations of couple stress effects on micro/nanosolids. International Journal of Applied Mechanics, 7, 1550012(2015)
[17] GOURGIOTIS, P. A. and ZISIS, T. Two-dimensional indentation of microstructured solids characterized by couple-stress elasticity. The Journal of Strain Analysis for Engineering Design, 51, 318–331(2015)
[18] ZISIS, T., GOURGIOTIS, F., and CORSO, D. A. Contact problem in couple stress thermoelasticity: the indentation by a hot flat punch. International Journal of Solids and Structures, 63, 226–239(2015)
[19] SONG, H. X., KE, L. L., and WANG, Y. S. Sliding frictional contact analysis of an elastic solid with couple stresses. International Journal of Mechanical Sciences, 133, 804–816(2017)
[20] WANG, Y. X., SHEN, H. M., ZHANG, X., ZHANG, B., LIU, J., and LI, X. Y. Semi-analytical study of microscopic two-dimensional partial slip contact problem within the framework of couple stress elasticity: cylindrical indenter. International Journal of Solids and Structures, 138, 76–86(2018)
[21] BHATTACHARYYA, A. S. and MISHRA, S. K. Micro/nano-mechanical behaviour of magnetron sputtered Si-C-N coatings through nanoindentation and scratch tests. Journal of Micromechanics and Microengineering, 21, 015011(2011)
[22] KARURIYA, A. N. and BHANDAKKAR, T. K. Plane strain indentation on finite thickness bonded layer in couple stress elasticity. International Journal of Solids and Structures, 108, 275–288(2017)
[23] SONG, H. X., KE, L. L., WANG, Y. S., YANG, J., and JIANG, H. Two-dimensional frictionless contact of a coated half-plane based on couple stress theory. International Journal of Applied Mechanics, 10, 1850049(2018)
[24] FIROUZ-ABADI, R. D., MOHAMMAD-KHANI, H., and RAHMANIAN, M. Vibration and stability analysis of DWCNT-based spinning nanobearings. International Journal of Structural Stability and Dynamics, 17, 1750102(2017)
[25] ELSHARKAWY, A. A., HOLMES, M. J. A., EVANS, H. P., and SNIDLE, R. W. Micro-elastohydrodynamic lubrication of coated cylinders using coupled differential deflection method. Proceedings of the Institution of Mechanical Engineers, Part J: Journal of Engineering Tribology, 220, 29–41(2006)
[26] XIAO, Z. L. and SHI, X. Tribological and thermal properties of a crowned gear pair with high-speed and heavy-load in thermal micro-elastohydrodynamic lubrication. Proceedings of the Institution of Mechanical Engineers, Part J: Journal of Engineering Tribology, 234, 541–553(2019)
[27] SHIRVANI, K. A., MOSLEH, M., and SMITH, S. T. Nanopolishing by colloidal nanodiamond in elastohydrodynamic lubrication. Journal of Nanoparticle Research, 18, 248(2016)
[28] WOLOSZYNSKI, T., TOUCHE, T., PODSIADLO, P., STACHOWIAK, G. W., CAYER-BARRIOZ, J., and MAZUYER, D. Effects of nanoscale ripple texture on friction and film thickness in EHL contacts. Tribology Letters, 67, 16(2019)
[29] CHECO, H. M., DUREISSEIX, D., FILLOT, N., and RAISIN, J. A homogenized micro-elastohydrodynamic lubrication model: accounting for non-negligible microscopic quantities. Tribology International, 135, 344–354(2019)
[30] MIHAILIDIS, A., AGOURIDAS, K., and PANAGIOTIDIS, K. Non-Newtonian starved thermal-elastohydrodynamic lubrication of finite line contacts. Tribology Transactions, 56, 88–100(2013)
[31] TANNER, R. I. Engineering Rheology, Clarendon, Oxford (1988)
[32] REE, T. and EYRING, H. Theory of non-Newtonian flow. I, solid plastic system. Journal of Applied Physics, 26, 793–809(1955)
[33] JOHNSON, K. L. and TEVAARWERK, J. L. Shear behaviour of elastohydrodynamic oil films. Proceedings of the Royal Society of London A, 356, 215–236(1977)
[34] BAIR, S. and WINER, W. O. A rheological model for EHL contacts based on primary laboratory data. Journal of Lubrication Technology, 101, 258–265(1979)
[35] KIM, K. H. and SADEGHI, F. Non-Newtonian elastohydrodynamic lubrication of point contacts. Journal of Tribology, 113, 703–711(1991)
[36] CUI, J., YANG, P., JIN, Z. M., and DOWSON, D. Transient elastohydrodynamic analysis of elliptical contacts. Part 3: non-Newtonian lubricant solution under isothermal and thermal conditions. Proceedings of the Institution of Mechanical Engineers, Part J: Journal of Engineering Tribology, 221, 63–73(2007)
[37] GWINNER, J. Frictional unilateral contact for hemitropic solids in micropolar elasticity and boundary element approximation. Applications of Mathematics in Engineering and Economics: AIP Conference Proceedings, 1789, 040030(2016)
[38] YANG, P. and WEN, S. A generalized Reynolds equation for non-Newtonian thermal elastohydrodynamic lubrication. Journal of Tribology, 112, 631–636(1990)
[39] DOWSON, D. A generalized Reynolds equation for fluid film lubrication. International Journal of Mechanical Sciences, 4, 159–170(1962)
[40] YANG, P. R. and WEN, S. Z. A forward iterative numerical method for steady-state elastohydrodynamically lubricated line contacts. Tribology International, 23, 17–22(1990)
[41] CASTLE, P. and DOWSON, D. A theoretical analysis of the starved elastohydrodynamic lubrication problem for cylinders in line contact. Elastohydrodynamic Lubrication 1972 Symposium, University of Leeds, Leeds (1972)
[42] JOHNSON, K. L. Contact Mechanics, Combridge University Press, Cambridge (1985)
[43] GRADSHTEYN, I. S. and RYZHIK, I. M. Table of Integrals, Series, and Products, Academic, New York (2000)
[44] ERDOGAN, F. and GUPTA, G. D. On the numerical solution of singular integral equations. Quarterly of Applied Mathematics, 29, 525–534(1972)
[45] DOWSON, D. and HIGGINSON, G. R. A numerical solution to the elastohydrodynamic problem. Journal Mechanical Engineering Science, 1, 6–15(1959)
[46] SU, J., SONG, H. X., and KE, L. L. Elastohydrodynamic lubrication line contact in couple-stress elasticity. Mathematics and Mechanics of Solids, 26, 1053–1073(2021)
[47] LI, K. Y. and HOOKE, C. J. Non-Newtonian effects in rough EHL contacts. Transient Processes in Tribology, 43, 167–177(2004)
[48] LEE, R. T. and HAMROCK, B. J. A circular non-Newtonian fluid model: part I—used in elastohydrodynamic lubrication. Journal of Tribology, 112, 486–496(1990)
[49] ELSHARKAWY, A. A. and HAMROCK, B. J. EHL of coated surfaces: part II—non-Newtonian results. Journal of Tribology, 116, 786–793(1994)