Effect of a non-uniform basic temperature gradient on Rayleigh–Benard convection in a micropolar fluid

An analytical study of linear and non-linear convection in Boussinesq–Stokes suspensions

“…This is true of uids with internal angular momentum as well (see [12][13][14][15][16] and references therein). In addition to the above one also has the Boussinesq-Stokes suspension model which is essentially Stokes' [6] couple stress model for suspensions along with the Boussinesq approximation.…”

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“…The nonlinear ordinary differential equations (10) - (14) have been solved numerically by a finitedifference scheme known as the Keller-box method. It has been widely applied for the solutions of boundary layer equations in fluid mechanics.…”

Effect of Non-Uniform Temperature Gradient on the Onset of Rayleigh-Bénard Electro Convection in a Micropolar Fluid

“…The non-uniformity in T b as in (9) finds its origin in transient heating or cooling at the boundaries (Siddheshwar and Pranesh [14,15] and references therein). We have considered various reference steady-state temperature gradients in this paper and these are defined below:…”

“…The theory of thermomicropolar convection heated from below was studied by many authors Datta and Sastry [10], Ahmadi [11], Bhattacharya and Jena [12], Siddheshwar and Pranesh [13][14][15][16][17] and more recently by Pranesh and Kiran [18].…”