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Original Articles

Generalized Universal Reynolds Equation for Variable Properties Fluid-Film Lubrication and Variable Geometry Self-Acting Bearings

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Pages 171-181 | Published online: 12 Aug 2010

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Dinesh Haribhau Kamble, Vikas M. Phalle, Shankar S. Mantha & Sanjay Rangrao Pawar. (2023) Performance of conical hydrodynamic journal bearing under the worn-out condition. Industrial Lubrication and Tribology 75:2, pages 174-183.
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Satish C. Sharma & Adesh Kumar Tomar. (2021) Study on MR fluid hybrid hole-entry spherical journal bearing with micro-grooves. International Journal of Mechanical Sciences 202-203, pages 106504.
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Adesh K Tomar & Satish C Sharma. (2019) Finite element analysis of multirecess hybrid spherical journal bearing system. Proceedings of the Institution of Mechanical Engineers, Part J: Journal of Engineering Tribology 234:11, pages 1798-1821.
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Adesh Kumar Tomar & Satish C. Sharma. (2020) An investigation into surface texture effect on hole-entry hybrid spherical journal bearing performance. Tribology International 151, pages 106417.
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Jingchen Gu, Motoki Sakaue, Shintaro Takeuchi & Takeo Kajishima. (2018) An immersed lubrication model for the fluid flow in a narrow gap region. Powder Technology 329, pages 445-454.
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Rodrigo Nicoletti, Benedito de Moraes Purquerio & Zilda de Castro Silveira. (2013) The effect of permeability distribution on the numerical analysis of aerostatic ceramic porous bearings. Lubrication Science 25:2, pages 185-194.
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Hakwoon Kim, Gunhee Jang & Heonjeong Ha. (2012) A generalized Reynolds equation and its perturbation equations for fluid dynamic bearings with curved surfaces. Tribology International 50, pages 6-15.
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Dinesh H. Kamble, Vikas M. Phalle & S.S. Mantha. (2018) Performance Study of Conical Hydrodynamic Bearing Under Different Semi Cone Angle on Conical Hydrodynamic Bearing Performance With Air Lubrication. SSRN Electronic Journal.
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