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arXiv 1608.04716physics.flu-dyn
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间歇对流产生磁场

Magnetic field generation by intermittent convection

R. Chertovskih, E. L. Rempel, E. V. Chimanski

摘要:

通过将普朗特数固定为$P=0.3$,并改变瑞利数Ra作为控制参数,数值研究了导电流体三维Rayleigh-Bénard对流中的磁场产生.最近报道的路线超混沌涉及准周期制度,危机和混沌间歇吸引子如下,和发电机行动的临界磁普朗特数($P_m^c$)被确定为Ra的函数。的发病机制中的磁能的不稳定性进行了描述,最有益的对流制度发电机行动在这个过渡到弱湍流的确定,和不稳定性的影响的依赖$P_m^c$ Ra进行了讨论。

英文摘要:

Magnetic field generation in three-dimensional Rayleigh-Bénard convection of an electrically conducting fluid is studied numerically by fixing the Prandtl number at $P=0.3$ and varying the Rayleigh number (Ra) as a control parameter. A recently reported route to hyperchaos involving quasiperiodic regimes, crises and chaotic intermittent attractors is followed, and the critical magnetic Prandtl number ($P_m^c$) for dynamo action is determined as a function of Ra. A mechanism for the onset of intermittency in the magnetic energy is described, the most beneficial convective regimes for dynamo action in this transition to weak turbulence are identified, and the impact of intermittency on the dependence of $P_m^c$ on Ra is discussed.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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