A Numerical Study of Nonlinear Diffusion Equation Governing Surface Deformation in the Marangoni Convection

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概要

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• A nonlinear diffusion equation governing a surface deformation, which has beenderived theoretically for the Marangoni convection, is investigated numerically. Bysolving an initial value problem under a periodic boundary condition, it is found thatthe numerical solutions for the surface deformation are classified into three types,i.e., damping, steady and explosive ones depending upon various values ofparameters.

• 社団法人日本物理学会の論文
• 1986-11-15

著者

• Funada Toshio

  Wakayama College Of Technology

• KOTANI Masahiro

  Wakayama College of Technology

関連論文

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• Effect of the Surface Deformation on Marangoni Instability in Chemical Reaction
• Marangoni Instability Due to Chemical Absorption with an Irreversible Reaction
• Marangoni Instability of Thin Liquid Sheet

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