References
- Glatzmaier , G. A. and Roberts , P. H. 1995 . A three-dimensional convective dynamo solution with rotating and finitely conducting inner core and mantle . Physics of the Earth and Planetary Interiors , 91 : 63
- Kuang , W. and Bloxham , J. 1999 . Numerical modeling of magnetohydrodynamic convection in a rapidly rotating spherical shell: weak and strong field dynamo action . Journal of Computational Physics , 153 : 51 – 81 .
- Chan , K. H. , Zhang , K. , Zou , J. , Liao , X. and Schubert , G. 2003 . A three-dimensional spherical nonlinear interface dynamo . The Astrophysical Journal , 596 : 663 – 679 .
- Chan , K. H. , Zhang , K. , Zou , J. and Schubert , G. 2001 . A nonlinear vacillating dynamo induced by an electrically heterogeneous mantle . Geophysics Research Letters , 28 : 4411 – 4414 .
- Chan , K. H. , Zhang , K. and Zou , J. 2006 . Spherical interface dynamos: mathematical theory, finite element approximation and application . SIAM Journal of Numerical Analysis , to appear
- Girault , V. and Raviart , P.-A. 1986 . Finite Element Methods for Navier–Stokes Equations , Berlin : Springer .
- Georgescu , V. 1979 . Some boundary value problems for differential forms on compact Riemannian manifolds . Ann. Mat. Pura Appl , 122 : 159 – 198 .
- Constantin , P. and Foias , C. 1989 . Navier–Stokes Equations , Chicago : University of Chicago Press .
- Sermange , M. and Temam , R. 1983 . Some mathematical questions related to the MHD equations . Commun-ications on Pure and Applied Mathematics , XXXVI : 635 – 664 .