The effect of rotation on the buoyant rise of magnetic flux tubes in accretion disks

Authors
Citation
U. Ziegler, The effect of rotation on the buoyant rise of magnetic flux tubes in accretion disks, ASTRON ASTR, 367(1), 2001, pp. 170-182
Citations number
43
Categorie Soggetti
Space Sciences
Journal title
ASTRONOMY AND ASTROPHYSICS
ISSN journal
00046361 → ACNP
Volume
367
Issue
1
Year of publication
2001
Pages
170 - 182
Database
ISI
SICI code
0004-6361(200102)367:1<170:TEOROT>2.0.ZU;2-P
Abstract
The dynamics of buoyant magnetic flux tubes in thin accretion disks is stud ied under isothermal conditions by means of numerical simulations. The infl uence of rotation on the rising behavior of the flux tube is examined and t he role of a weak magnetic field line twist within the tube is investigated . By employing the adaptive mesh code NIRVANA the 3D simulations have effec tive resolution higher than in any previous numerical work on that topic. T he fate of the flux tube strongly depends on the presence or absence of rot ation respective differential rotation. Rotation effectively slows down the vertical ascend of the flux tube largely as a consequence of the Coriolis force acting on the surrounding flow which, in turn, reacts upon the tube. The detailed behavior also depends on the amount of twist. In accretion dis ks, a weakly twisted flux tube is disrupted and its rise is halted due to t he impact of the magnetic shear instability which is driven by the interact ion between the background rotational shear flow and (poloidal) twist field . As a consequence, the magnetic structure is captured in the inner disk re gion (z < H-0, H-0: disk scale height) a much longer time than suggested by the buoyant time scale in a non-rotating atmosphere. Untwisted accretion d isk flux tubes do not break up quickly into pieces, as was found for corres ponding tubes embedded in a non-rotating environment, but retain some degre e of coherence albeit the stabilizing effect of twist is missing. In genera l, the numerical results are in gross contradiction to what postulates a hi ghly simplified 1D picture based on the thin flux tube approximation.