Dynamic Behavior of a Thin Liquid Surface by Repetitively Applied Stress : (Numerical Analyses by the Long Wave Equation)
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概要
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A numerical scheme by which to analyze the dynamic behavior of an ultra-thin liquid (lubricant) surface in the frequency domain resulting from repetitively applied pressure and shear stress was established. Numerical results for the dynamic behavior of an ultra-thin liquid (lubricant) surface produced by sinusoidally applied pressure and shear stress were obtained. The dependence of the liquid surface deformation on the frequency of the stresses and the disk speed were clarified.
著者
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Fukui Shigehisa
Department Of Applied Mathematics And Physics Faculty Of Engineering Tottori University
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Matsuoka Hiroshige
Department Of Applied Mathematics And Physics Faculty Of Engineering Tottori University
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HOZUMI Kota
Graduate School, Tottori University
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ISHIBASHI Hiroyuki
Graduate School, Tottori University
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MATSUOKA Hiroshige
Department of Mechanical and Aerospace Engineering, Tottori University
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FUKUI Shigehisa
Department of Mechanical and Aerospace Engineering, Tottori University
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