Free boundary problem for a viscous heat-conducting flow with surface tension
Keywords
Free boundary, surface tension, compressible viscous heat-conducting fluid, global existenceAbstract
In the paper the equations describing the motion of a drop of a viscous heat-conducting capillary fluid bounded by a free surface are examined. Assuming that the viscosity coefficients, the coefficient of heat-conductivity, the pressue and the specific heat at constant volume of the fluid depend on its density and temperature we prove the existence of a global in time solution which is close to a constant state for any moment of time.Downloads
Published
2002-06-01
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1.
ZADRZYŃSKA, Ewa. Free boundary problem for a viscous heat-conducting flow with surface tension. Topological Methods in Nonlinear Analysis. Online. 1 June 2002. Vol. 19, no. 2, pp. 313 - 338. [Accessed 13 November 2024].
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