2015
DOI: 10.1299/transjsme.14-00673
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Analysis of elastic contact due to meniscus adhesion force

Abstract: This paper presents a numerical analysis of adhesion contact due to meniscus between a sphere and a flat considering the elastic deformation of the contacting surfaces. Analytical model and basic equations for numerical analysis are explained first. Meniscus contact characteristics are presented for a 2-mm-radius glass contact on a magnetic disk coated with submonolayer mobile lubricant, and 2-m and 20-nm-radius asperity contacts on mobile and bonded lubricant layer with a low elasticity. It was found that th… Show more

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Cited by 3 publications
(2 citation statements)
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References 34 publications
(6 reference statements)
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“…A solution such that r s ≤ 0 means that there is no solid contact, so Equation (24) with zero contact pressure is used to solve for the meniscus radius r using the NR method. Although φ should be taken into account when the sphere radius is small, the calculated results when φ = 0 have been described in [56]. Because the calculation error is small for R = 2 mm, the results of the meniscus contact solutions for the case R = 2 mm are used for a better understanding of the experiments.…”
Section: Elastic Contact Characteristics Due To Meniscus Formationmentioning
confidence: 99%
“…A solution such that r s ≤ 0 means that there is no solid contact, so Equation (24) with zero contact pressure is used to solve for the meniscus radius r using the NR method. Although φ should be taken into account when the sphere radius is small, the calculated results when φ = 0 have been described in [56]. Because the calculation error is small for R = 2 mm, the results of the meniscus contact solutions for the case R = 2 mm are used for a better understanding of the experiments.…”
Section: Elastic Contact Characteristics Due To Meniscus Formationmentioning
confidence: 99%
“…The gap between the head surface and the contacting asperity at the periphery of the meniscus is more than 2T ml at the instant of meniscus formation, and the gap will become larger than 1 nm because of the additional effect of lubricant inflow generated from the difference of the Laplace pressure and disjoining pressure [26]. This suggests that the surface force due to the surface energy from the area outside the meniscus can be negligibly small.…”
Section: Surface Force Models and Assumptions For Numerical Analysismentioning
confidence: 99%