Natural convection in a long vertical cylinder under gravity modulation
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Publication:3786189
DOI10.1017/S0022112088002198zbMath0643.76095MaRDI QIDQ3786189
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Publication date: 1988
Published in: Journal of Fluid Mechanics (Search for Journal in Brave)
boundary conditionsasymptotic analysisFloquet theorymatrix methodgravity modulationonset of convectiondifferentially heated cylindersnegative temperature gradientperiodic gravity modulation
Related Items (8)
Convective stability in the Rayleigh–Bénard and directional solidification problems: High-frequency gravity modulation ⋮ Stability of an oscillated fluid with a uniform density gradient ⋮ The effect of gravity modulation on thermosolutal convection in an infinite layer of fluid ⋮ Rayleigh-Bénard convection of water-aluminum and water-AA7075 nanoliquids in a vertically vibrated very-shallow cylinder ⋮ Asymptotic study of the convective parametric instability in Hele-Shaw cell ⋮ Combined effect of temperature and gravity modulations on the onset of magneto-convection in weak electrically conducting micropolar liquids ⋮ Effect of general applied electric field on conducting liquid jets instabilities in the presence of heat and mass transfer ⋮ Effect of gravity modulation on the onset of thermal convection in rotating fluid and porous layer
Cites Work
- Thermoconvective instability in a bounded cylindrical fluid layer
- On convective stability in the presence of periodically varying parameter
- Bénard convection with time-periodic heating
- The stability of unsteady cylinder flows
- Global stability of time-dependent flows. Part 2. Modulated fluid layers
- On parametric excitation of convective instability
- Effect of modulation on the onset of thermal convection
- The stability of steady and time-dependent plane Poiseuille flow
- The effects of gravity modulation on the stability of a heated fluid layer
- Low-frequency modulation of thermal instability
- Modulation of Thermal Convection Instability
- Instability of unsteady flows or configurations. Part 2. Convective instability
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