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Stability of finite‐amplitude convection

 

作者: Annette Zippelius,   Eric D. Siggia,  

 

期刊: Physics of Fluids(00319171)  (AIP Available online 1983)
卷期: Volume 26, issue 10  

页码: 2905-2915

 

ISSN:0031-9171

 

年代: 1983

 

DOI:10.1063/1.864055

 

出版商: AIP

 

数据来源: AIP

 

摘要:

Internally generated vertical vorticity enters the lowest‐order amplitude equations for free‐slip boundaries in an essential way when the Prandtl numberPis finite and the flow three dimensional. For parallel rolls the band of stable wavenumbers is substantially modified from what was previously believed to be correct. In particular there are no stable states forP<0.301. Numerical simulations for free boundaries and largerPsuggest a mechanism through which the box size determines the critical Rayleigh number for noisy time dependent convection. A stability analysis of model amplitude equations for rigid boundaries agrees qualitatively with the numerical results of Cleaver or Busse forP≲O(1). There is now considerable continuity between the stability diagrams for rigid and free boundaries.

 

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