E-resources
Peer reviewed
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Capone, F; De Luca, R; Gentile, M
Mechanics research communications, December 2020, 2020-12-00, Volume: 110Journal Article
•A mathematical model for fluid dynamics in a rotating bidispersive porous medium, horizontally isotropic, is introduced.•Linear and nonlinear stability analyses for thermal convection are performed.•The coincidence between linear instability and non-linear stability thresholds has been proved.•The influence of a uniform rotation on the onset of convection has been examined. Linear and nonlinear stability analyses for thermal convection in a rotating bidispersive porous medium, horizontally isotropic, is performed. Since the coincidence between linear instability and non-linear stability thresholds has been proved, the linear theory captures completely the physics of the problem at stake.
