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Results: 1-18 |
Results: 18
Flux-transport dynamos with alpha-effect from global instability of tachocline differential rotation: A solution for magnetic parity selection in theSun
Authors: Dikpati, M Gilman, PA
Citation: M. Dikpati et Pa. Gilman, Flux-transport dynamos with alpha-effect from global instability of tachocline differential rotation: A solution for magnetic parity selection in theSun, ASTROPHYS J, 559(1), 2001, pp. 428-442
Shallow-water magnetohydrodynamic waves in the solar tachocline (vol 551, pg L185, 2001)
Authors: Schecter, DA Boyd, JF Gilman, PA
Citation: Da. Schecter et al., Shallow-water magnetohydrodynamic waves in the solar tachocline (vol 551, pg L185, 2001), ASTROPHYS J, 556(2), 2001, pp. L127-L127
Prolateness of the solar tachocline inferred from latitudinal force balance in a magnetohydrodynamic shallow-water model
Authors: Dikpati, M Gilman, PA
Citation: M. Dikpati et Pa. Gilman, Prolateness of the solar tachocline inferred from latitudinal force balance in a magnetohydrodynamic shallow-water model, ASTROPHYS J, 552(1), 2001, pp. 348-353
"Shallow-water" magnetohydrodynamic waves in the solar tachocline
Authors: Schecter, DA Boyd, JF Gilman, PA
Citation: Da. Schecter et al., "Shallow-water" magnetohydrodynamic waves in the solar tachocline, ASTROPHYS J, 551(2), 2001, pp. L185-L188
Analysis of hydrodynamic stability of solar tachocline latitudinal differential rotation using a shallow-water model
Authors: Dikpati, M Gilman, PA
Citation: M. Dikpati et Pa. Gilman, Analysis of hydrodynamic stability of solar tachocline latitudinal differential rotation using a shallow-water model, ASTROPHYS J, 551(1), 2001, pp. 536-564
Fluid dynamics and MHD of the solar convection zone and tachocline: Current understanding and unsolved problems - (Invited review)
Authors: Gilman, PA
Citation: Pa. Gilman, Fluid dynamics and MHD of the solar convection zone and tachocline: Current understanding and unsolved problems - (Invited review), SOLAR PHYS, 192(1-2), 2000, pp. 27-48
Magnetohydrodynamic "shallow water" equations for the solar tachocline
Authors: Gilman, PA
Citation: Pa. Gilman, Magnetohydrodynamic "shallow water" equations for the solar tachocline, ASTROPHYS J, 544(1), 2000, pp. L79-L82
Joint instability of latitudinal differential rotation and concentrated toroidal fields below the solar convection zone. II. Instability of narrow bands at all latitudes (vol 528, pg 552, 2000)
Authors: Gilman, PA Dikpati, M
Citation: Pa. Gilman et M. Dikpati, Joint instability of latitudinal differential rotation and concentrated toroidal fields below the solar convection zone. II. Instability of narrow bands at all latitudes (vol 528, pg 552, 2000), ASTROPHYS J, 534(2), 2000, pp. 1020-1020
Joint instability of latitudinal differential rotation and toroidal magnetic fields below the solar convection zone. II. Instability for toroidal fields that have a node between the equator and pole (vol 510, pg 1018, 1999)
Authors: Gilman, PA Fox, PA
Citation: Pa. Gilman et Pa. Fox, Joint instability of latitudinal differential rotation and toroidal magnetic fields below the solar convection zone. II. Instability for toroidal fields that have a node between the equator and pole (vol 510, pg 1018, 1999), ASTROPHYS J, 534(2), 2000, pp. 1020-1020
Joint instability of latitudinal differential rotation and concentrated toroidal fields below the solar convection zone (vol 512, pg 417, 1999)
Authors: Dikpati, M Gilman, PA
Citation: M. Dikpati et Pa. Gilman, Joint instability of latitudinal differential rotation and concentrated toroidal fields below the solar convection zone (vol 512, pg 417, 1999), ASTROPHYS J, 534(2), 2000, pp. 1020-1020
Three-dimensional spherical simulations of solar convection. I. Differential rotation and pattern evolution achieved with laminar and turbulent states
Authors: Miesch, MS Elliott, JR Toomre, J Clune, TL Glatzmaier, GA Gilman, PA
Citation: Ms. Miesch et al., Three-dimensional spherical simulations of solar convection. I. Differential rotation and pattern evolution achieved with laminar and turbulent states, ASTROPHYS J, 532(1), 2000, pp. 593-615
Joint instability of latitudinal differential rotation and concentrated toroidal fields below the solar convection zone. II. Instability of narrow bands at all latitudes
Authors: Gilman, PA Dikpati, M
Citation: Pa. Gilman et M. Dikpati, Joint instability of latitudinal differential rotation and concentrated toroidal fields below the solar convection zone. II. Instability of narrow bands at all latitudes, ASTROPHYS J, 528(1), 2000, pp. 552-572
Creation of twist at the core-convection zone interface
Authors: Gilman, PA Charbonneau, P
Citation: Pa. Gilman et P. Charbonneau, Creation of twist at the core-convection zone interface, GEOPHYS M, 111, 1999, pp. 75-82
Stability of the solar latitudinal differential rotation inferred from helioseismic data
Authors: Charbonneau, P Dikpati, M Gilman, PA
Citation: P. Charbonneau et al., Stability of the solar latitudinal differential rotation inferred from helioseismic data, ASTROPHYS J, 526(1), 1999, pp. 523-537
Joint instability of latitudinal differential rotation and toroidal magnetic fields below the solar convection zone. III. Unstable disturbance phenomenology and the solar cycle
Authors: Gilman, PA Fox, PA
Citation: Pa. Gilman et Pa. Fox, Joint instability of latitudinal differential rotation and toroidal magnetic fields below the solar convection zone. III. Unstable disturbance phenomenology and the solar cycle, ASTROPHYS J, 522(2), 1999, pp. 1167-1189
Joint instability of latitudinal differential rotation and concentrated toroidal fields below the solar convection zone
Authors: Dikpati, M Gilman, PA
Citation: M. Dikpati et Pa. Gilman, Joint instability of latitudinal differential rotation and concentrated toroidal fields below the solar convection zone, ASTROPHYS J, 512(1), 1999, pp. 417-441
Joint instability of latitudinal differential rotation and toroidal magnetic fields below the solar convection zone. II. Instability for toroidal fields that have a node between the equator and pole
Authors: Gilman, PA Fox, PA
Citation: Pa. Gilman et Pa. Fox, Joint instability of latitudinal differential rotation and toroidal magnetic fields below the solar convection zone. II. Instability for toroidal fields that have a node between the equator and pole, ASTROPHYS J, 510(2), 1999, pp. 1018-1044
Archaeology of the Southwest, 2nd edition.
Authors: Gilman, PA
Citation: Pa. Gilman, Archaeology of the Southwest, 2nd edition., AM ANTIQUIT, 64(1), 1999, pp. 169-170
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