On the Stability of A Heterogeneous Fluid Layer Heated from Above

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概要

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• A discussion is presented on the stability of a heterogeneous layer of an inviscid fluid confined between two rigid horizontal parallel planes and heated uniformly from above. The basic nonhomogeneity of the fluid, which depends only on the vertical coordinate (z) is assumed to be of the form ρ=ρ_0[1+δz], δ bing positive and of the order of αβ where α is the coefficient of volume expansion of the fluid and β is the uniform nonadverse temperature gradient which is maintained. The system is shown to be stable.

• 社団法人日本物理学会の論文
• 1968-10-05

著者

• Banerjee Mihir

  Department Of Mathematics Indian Institute Of Technology

• Banerjee Mihir

  Department Of Mathematics Himachal Pradesh University

• BANERJEE Mihir

  Department of Mathematics, Indian Institute of Technology

関連論文

• On the Rate of Growth of Disturbances in Rayleigh-Taylor Model
• Rayleigh-Taylor Instability with Hall-Currents
• On the Stability of A Heterogeneous Fluid Layer Heated from Above
• Fluid Layer Heated from Below
• Fluid Layer Heated from Above II
• On the Stability of Nonhomogeneous Shear Flows
• Fluid Layer Heated from Above

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