GEOFLOW: simulation of convection in a spherical shell under central force field

被引:9
作者
Beltrame, P. [1 ]
Travnikov, V. [1 ]
Gellert, M. [1 ]
Egbers, C. [1 ]
机构
[1] Brandenburg Tech Univ Cottbus, Dept Aerodynam & Fluid Mech, D-03046 Cottbus, Germany
关键词
D O I
10.5194/npg-13-413-2006
中图分类号
P [天文学、地球科学];
学科分类号
07 ;
摘要
Time-dependent dynamical simulations related to convective motion in a spherical gap under a central force field due to the dielectrophoretic effect are discussed. This work is part of the preparation of the GEOFLOW-experiment which is planned to run in a microgravity environment. The goal of this experiment is the simulation of large-scale convective motion in a geophysical or astrophysical framework. This problem is new because of, on the one hand, the nature of the force field (dielectrophoretic effect) and, on another hand, the high degree of symmetries of the system, e.g. the top-bottom reflection. Thus, the validation of this simulation with well-known results is not possible. The questions concerning the influence of the dielectrophoretic force and the possibility to reproduce the theoretically expected motions in the astrophysical framework, are open. In the first part, we study the system in terrestrial conditions: the unidirectional Earth's force is superimposed on the central dielectrophoretic force field to compare with the laboratory experiments during the development of the equipment. In the second part, the GEOFLOW-experiment simulations in weightless conditions are compared with theoretical studies in the astrophysical framework's, in the first instance a fluid under a self-gravitating force field. We present complex time-dependent dynamics, where the dielectrophoretic force field causes significant differences in the flow compared to the case that does not involve this force field.
引用
收藏
页码:413 / 423
页数:11
相关论文
共 31 条
[1]   Convection in a spherical capacitor [J].
Amara, K ;
Hegseth, J .
JOURNAL OF FLUID MECHANICS, 2002, 450 :297-316
[2]  
Beltrame P, 2005, SPRINGER PROC PHYS, V101, P133
[3]   The GEOFLOW-experiment on ISS (part III): Bifurcation analysis [J].
Beltrame, P ;
Egbers, C ;
Hollerbach, R .
GRAVITATIONAL EFFECTS IN PHYSICO-CHEMICAL PROCESSES, 2003, 32 (02) :191-197
[4]  
BELTRAME P, 2004, P APPL MATH MECH, V4, P474
[5]  
BELTRAME P, 2006, IN PRESS HETEROCLINI
[6]  
BELTRAME P, 2003, NONLIN DYN FLUIDS, P171
[7]  
BUONO PL, 2006, BIFURCATION BRANCHIN
[8]  
CANUTO C., 1987, Spectral Methods in Fluid Dynamics
[9]   STEADY-STATE BIFURCATION WITH O(3)-SYMMETRY [J].
CHOSSAT, P ;
LAUTERBACH, R ;
MELBOURNE, I .
ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS, 1991, 113 (04) :313-376
[10]   Heteroclinic cycles in bifurcation problems with O(3) symmetry and the spherical Benard problem [J].
Chossat, P ;
Guyard, F .
JOURNAL OF NONLINEAR SCIENCE, 1996, 6 (03) :201-238