The theory described in an earlier paper (Chandrasekhar 1953 b) is extended in a manner which enables the determination of the critical Rayleigh number for the onset of thermal instability of a layer of fluid heated below and subject to rotation via a marginal state of purely oscillatory motions. Numerical results are derived for the case when the ratio of the kinematic viscosity to the thermometric conductivity has a value (= 0.025) equal to that for mercury at ordinary temperatures. A comparison of the theoretical results obtained in this paper with those of experiments will be found in the following paper by Fultz & Nakagawa
The effect of the ratio (the strain retardation time to the sress relaxation time) on magneto-hydr...
The linear stability of a horizontal layer of fluid heated from below and above is consid-ered. In a...
[[abstract]]This study examines the stability of a horizontally extended second-grade fluid layer he...
The theory described in an earlier paper (Chandrasekhar 1954) is extended to include the possibility...
This paper is devoted to an examination of the stability of a horizontal layer of fluid heated below...
In this paper the problem of the thermal instability of an incompressible rotating fluid sphere heat...
In this paper the problem of the thermal instability of an incompressible rotating fluid sphere heat...
The stability of a horizontal layer of fluid heated unsteadily from below and subjected to a time-de...
The effect of Coriolis force on the stability of two superposed fluids is examined under the assumpt...
Dr. Chandrasekhar's book received high praise when it first appeared in 1961 as part of Oxford Unive...
In this paper, the linear stability of a saturated rotating porous layer of viscoelastic fluid which...
In view of the interesting possibilities of controlling surface tension-driven convection, anticipat...
International audienceNear the threshold of stability, an intrinsically denser fluid heated from bel...
The linear stability of a horizontal layer of fluid heated from below and above is consid-ered. In a...
International audienceNear the threshold of stability, an intrinsically denser fluid heated from bel...
The effect of the ratio (the strain retardation time to the sress relaxation time) on magneto-hydr...
The linear stability of a horizontal layer of fluid heated from below and above is consid-ered. In a...
[[abstract]]This study examines the stability of a horizontally extended second-grade fluid layer he...
The theory described in an earlier paper (Chandrasekhar 1954) is extended to include the possibility...
This paper is devoted to an examination of the stability of a horizontal layer of fluid heated below...
In this paper the problem of the thermal instability of an incompressible rotating fluid sphere heat...
In this paper the problem of the thermal instability of an incompressible rotating fluid sphere heat...
The stability of a horizontal layer of fluid heated unsteadily from below and subjected to a time-de...
The effect of Coriolis force on the stability of two superposed fluids is examined under the assumpt...
Dr. Chandrasekhar's book received high praise when it first appeared in 1961 as part of Oxford Unive...
In this paper, the linear stability of a saturated rotating porous layer of viscoelastic fluid which...
In view of the interesting possibilities of controlling surface tension-driven convection, anticipat...
International audienceNear the threshold of stability, an intrinsically denser fluid heated from bel...
The linear stability of a horizontal layer of fluid heated from below and above is consid-ered. In a...
International audienceNear the threshold of stability, an intrinsically denser fluid heated from bel...
The effect of the ratio (the strain retardation time to the sress relaxation time) on magneto-hydr...
The linear stability of a horizontal layer of fluid heated from below and above is consid-ered. In a...
[[abstract]]This study examines the stability of a horizontally extended second-grade fluid layer he...