Effects of rotation and feedback control on Bénard–Marangoni convection

Chaos of Double Diffusive Convection in the Presence of Feedback Control Strategy

“…From their observation, they found that when solutal Rayleigh number is large enough, the oscillations underwent a bifurcation to asymmetry as thermal Rayleigh number increased and for the larger values of solutal Rayleigh number, the transition from chaos to steady motion occurs. While the study of feedback control was found in [13][14][15][16][17][18][19][20][21][22][23].…”

A special instrument for the defined modification of polymer properties in solutions and polymer layers

“…The surface properties of the substrate [39], the size and shape of the container [36,[40][41][42], the thermal history of the material [6] and solvent evaporation [24,43,44] also contribute to the complexity of the system. Consequently, it is virtually impossible to predict the behaviour of such a complicated system on the base of some idealised model [45][46][47][48]. Thus, it is still necessary to rely on a perfectly-performed experiment [37,43,44], the results of which will provide information about the practical application of the self-organised processes for the targeted modification of (not only) polymeric systems.…”

Effect of Internal Heat Source on the Onset of Double-Diffusive Convection in a Rotating Nanofluid Layer with Feedback Control Strategy

“…It is interesting to note that similar control strategies can be used to modify the flow patterns of shear flows [68] and surface-tension driven flows [69]. Further, many researchers have attempted to include other effects with the feedback control [70][71][72][73][74][75] on convection due to buoyancy and surface-tension. In this paper, we intend to scrutinize the effect of internal heat source on the thermal instability of double-diffusive convection in a rotating nanofluid layer with feedback control.…”