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Saliva is a critical fluid necessary for oral health.
Reported experiments did not show any instability, while theory predicts instability beyond a critical fluid velocity.
Adiabatic gradient in near critical fluid for the Van der Waals (VDW) state equation is found.
Critical fluid velocities are lower than that of equivalent cylindrical shells.
In general, instability occurs at a critical fluid velocity corresponding to the shell circumferential mode with the lowest natural frequency.
Results indicated that the small scale parameter, elastic medium, temperature change and electric potential have significantly effect on the dimensionless natural frequency and critical fluid velocity.
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We study temperature propagations and convective instabilities induced in critical fluids experimentally, theoretically and numerically.
Finally, we explain and discuss future problems related to transport phenomena in critical fluids.
The convective mode of the thermal plumes driven in the critical fluids are different from that of Rayleigh-Bénard convection.
For critical fluids, strong variations of specific fluid properties make it difficult to generalize application correlations or to analyze the dynamic mechanisms.
New design for a pressurized optical cell dedicated to study the boiling crisis in non-homogeneous critical fluids in microgravity conditions is presented.
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