The stability of the conduction solution (motionless state) of the rotating Bénard problem in a porous medium, in the Boussinesq-Brinkman-Darcy scheme, is studied, in the stress-free boundary case. Here, the linear stability analysis, via normal modes and the Lyapunov direct method, is performed.
Stability analysis for the rotating Bénard problem in a porous medium / Capone, Florinda; Gentile, Maurizio. - STAMPA. - 57. Serie II:(1998), pp. 97-103. (Intervento presentato al convegno IX International Conference on Waves and Stability in Continuous Media tenutosi a Bari, Italy nel October 6-11, 1997).
Stability analysis for the rotating Bénard problem in a porous medium
CAPONE, FLORINDA;GENTILE, MAURIZIO
1998
Abstract
The stability of the conduction solution (motionless state) of the rotating Bénard problem in a porous medium, in the Boussinesq-Brinkman-Darcy scheme, is studied, in the stress-free boundary case. Here, the linear stability analysis, via normal modes and the Lyapunov direct method, is performed.File in questo prodotto:
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