Abstract.
We consider perturbations to the rest state of heat conductive compressible fluid in a three-dimensional exterior domain. In the regularity class \( {\cal V}_s \), we show stability of L 2-norms of these perturbations, while in the more restrictive class \( {\cal V}_d \) we show convergence to zero of these perturbations along a time sequence converging to infinity.
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Accepted: November 30, 2000
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Padula, M., Pokorný, M. Stability and Decay to Zero of the L2-Norms of Perturbations to a Viscous Compressible Heat Conductive Fluid Motion Exterior to a Ball. J. math. fluid mech. 3, 342–357 (2001). https://doi.org/10.1007/PL00000975
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DOI: https://doi.org/10.1007/PL00000975