Publications of Steven M. Tobias

A list of publications authored or co-authored by Steven M. Tobias, derived from the SAO/NASA Astrophysics Data System (ADS). The number in brackets after each title indicates the number of citations that the paper has received.

Orcid ID: 0000-0003-0205-7716

List of publications ordered by citations
Number of papers: 84 (refereed: 83)
No. of citations: 2207
First author papers: 18 (refereed: 18)

2024

  1. Ordering of time scales predicts applicability of quasilinear theory in unstable flows [0]
    Saxton, Curtis J., Marston, J. B., Oishi, Jeffrey S. & Tobias, Steven M., Journal of Fluid Mechanics, 998, A37

2023

  1. The magnetic non-hydrostatic shallow-water model [1]
    Dritschel, David G. & Tobias, Steven M., Journal of Fluid Mechanics, 973, A17
  2. Transition to chaos and modal structure of magnetized Taylor-Couette flow [4]
    Guseva, A. & Tobias, S. M., Philosophical Transactions of the Royal Society of London Series A, 381, 20220120
  3. Floquet stability and Lagrangian statistics of a nonlinear time-dependent ABC dynamo [0]
    Skene, Calum S. & Tobias, Steven M., Physical Review Fluids, 8, 083701

2022

  1. Ion heat and parallel momentum transport by stochastic magnetic fields and turbulence [4]
    Chen, Chang-Chun, Diamond, P. H. & Tobias, S. M., Plasma Physics and Controlled Fusion, 64, 015006
  2. Direct statistical simulation of the Busse annulus [0]
    Oishi, Jeffrey S., Burns, Keaton J., Marston, J. B. & Tobias, Steven M., Journal of Fluid Mechanics, 949, R1
  3. Optimizing the control of transition to turbulence using a Bayesian method [1]
    Pershin, Anton, Beaume, Cédric, Eaves, Tom S. & Tobias, Steven M., Journal of Fluid Mechanics, 941, A25
  4. Efficiency gains of a multi-scale integration method applied to a scale-separated model for rapidly rotating dynamos [3]
    Tretiak, Krasymyr, Plumley, Meredith, Calkins, Michael & Tobias, Steven, Computer Physics Communications, 273, 108253

2021

  1. Potential vorticity transport in weakly and strongly magnetized plasmas [11]
    Chen, Chang-Chun, Diamond, Patrick H., Singh, Rameswar & Tobias, Steven M., Physics of Plasmas, 28, 042301
  2. The effect of Schmidt number on gravity current flows: The formation of large-scale three-dimensional structures [8]
    Marshall, C. R., Dorrell, R. M., Dutta, S., Keevil, G. M., Peakall, J. & Tobias, S. M., Physics of Fluids, 33, 106601
  3. Observations of large-scale coherent structures in gravity currents: implications for flow dynamics [4]
    Marshall, C. R., Dorrell, R. M., Keevil, G. M., Peakall, J. & Tobias, S. M., Experiments in Fluids, 62, 120
  4. The turbulent dynamo [76]
    Tobias, S. M., Journal of Fluid Mechanics, 912, P1
  5. Scaling behaviour of small-scale dynamos driven by Rayleigh-Bénard convection [11]
    Yan, M., Tobias, S. M. & Calkins, M. A., Journal of Fluid Mechanics, 915, A15

2020

  1. Dimensional reduction of direct statistical simulation [15]
    Allawala, Altan, Tobias, S. M. & Marston, J. B., Journal of Fluid Mechanics, 898, A21
  2. Generation of shear flows and vortices in rotating anelastic convection [3]
    Currie, Laura K. & Tobias, Steven M., Physical Review Fluids, 5, 073501
  3. Solitary magnetostrophic Rossby waves in spherical shells [3]
    Hori, K., Tobias, S. M. & Jones, C. A., Journal of Fluid Mechanics, 904, R3
  4. Scaling behaviour in spherical shell rotating convection with fixed-flux thermal boundary conditions [36]
    Long, R. S., Mound, J. E., Davies, C. J. & Tobias, S. M., Journal of Fluid Mechanics, 889, A7
  5. Thermal boundary layer structure in convection with and without rotation [3]
    Long, Robert S., Mound, Jon E., Davies, Christopher J. & Tobias, Steven M., Physical Review Fluids, 5, 113502
  6. A probabilistic protocol for the assessment of transition and control [3]
    Pershin, Anton, Beaume, Cédric & Tobias, Steven M., Journal of Fluid Mechanics, 895, A16

2019

  1. Convection-driven kinematic dynamos with a self-consistent shear flow [6]
    Currie, L. K. & Tobias, S. M., Geophysical and Astrophysical Fluid Dynamics, 113, 131
  2. Scale Selection in the Stratified Convection of the Solar Photosphere [8]
    Kessar, Mouloud, Hughes, David W., Kersalé, Evy, Mizerski, Krzysztof A. & Tobias, Steven M., ApJ, 874, 103
  3. Dynamics of spatially localized states in transitional plane Couette flow [4]
    Pershin, Anton, Beaume, Cédric & Tobias, Steven M., Journal of Fluid Mechanics, 867, 414
  4. Heat transfer and flow regimes in quasi-static magnetoconvection with a vertical magnetic field [28]
    Yan, Ming, Calkins, Michael A., Maffei, Stefano, Julien, Keith, Tobias, Steven M. & Marti, Philippe, Journal of Fluid Mechanics, 877, 1186

2018

  1. Generalized quasilinear approximation of the interaction of convection and mean flows in a thermal annulus [8]
    Tobias, S. M., Oishi, J. S. & Marston, J. B., Proceedings of the Royal Society of London Series A, 474, 20180422

2015

  1. A multiscale dynamo model driven by quasi-geostrophic convection [57]
    Calkins, Michael A., Julien, Keith, Tobias, Steven M. & Aurnou, Jonathan M., Journal of Fluid Mechanics, 780, 143
  2. Nonperturbative mean-field theory for minimum enstrophy relaxation [2]
    Hsu, Pei-Chun, Diamond, P. H. & Tobias, S. M., Physical Review E, 91, 053024
  3. Large-Eddy Simulations of Magnetohydrodynamic Turbulence in Heliophysics and Astrophysics [63]
    Miesch, Mark, Matthaeus, William, Brandenburg, Axel, Petrosyan, Arakel, Pouquet, Annick, Cambon, Claude, Jenko, Frank, Uzdensky, Dmitri, Stone, James, Tobias, Steve, Toomre, Juri & Velli, Marco, Space Science Reviews, 194, 97
  4. The transition to Earth-like torsional oscillations in magnetoconvection simulations [27]
    Teed, Robert J., Jones, Chris A. & Tobias, Steven M., Earth and Planetary Science Letters, 419, 22
  5. The electromotive force in multi-scale flows at high magnetic Reynolds number [5]
    Tobias, Steven M. & Cattaneo, Fausto, Journal of Plasma Physics, 81, 395810601

2014

  1. On Large-scale Dynamo Action at High Magnetic Reynolds Number [31]
    Cattaneo, F. & Tobias, S. M., ApJ, 789, 70
  2. The dynamics and excitation of torsional waves in geodynamo simulations [32]
    Teed, R. J., Jones, C. A. & Tobias, S. M., Geophysical Journal International, 196, 724
  3. Energy Dissipation in Magnetohydrodynamic Turbulence: Coherent Structures or "Nanoflares"? [46]
    Zhdankin, Vladimir, Boldyrev, Stanislav, Perez, Jean Carlos & Tobias, Steven M., ApJ, 795, 127

2013

  1. Sensitivity of stratified turbulence to the buoyancy Reynolds number [63]
    Bartello, P. & Tobias, S. M., Journal of Fluid Mechanics, 725, 1
  2. On the measurement of turbulent magnetic diffusivities: the three-dimensional case [1]
    Cattaneo, F. & Tobias, S. M., Journal of Fluid Mechanics, 735, 457
  3. Large-scale convective dynamos in a stratified rotating plane layer [9]
    Mizerski, Krzysztof A. & Tobias, Steven M., Geophysical and Astrophysical Fluid Dynamics, 107, 218
  4. Direct Statistical Simulation of Out-of-Equilibrium Jets [87]
    Tobias, S. M. & Marston, J. B., Physical Review Letters, 110, 104502
  5. Shear-driven dynamo waves at high magnetic Reynolds number [63]
    Tobias, S. M. & Cattaneo, F., Nature, 497, 463
  6. On the measurement of the turbulent diffusivity of a large-scale magnetic field [13]
    Tobias, S. M. & Cattaneo, F., Journal of Fluid Mechanics, 717, 347

2012

  1. Two-dimensional magnetohydrodynamic turbulence in the small magnetic Prandtl number limit [13]
    Dritschel, David G. & Tobias, Steven M., Journal of Fluid Mechanics, 703, 85
  2. Introduction [0]
    Hughes, David, Tobias, Steven & Dormy, Emmanuel, Geophysical and Astrophysical Fluid Dynamics, 106, 351

2011

  1. The Effect of Small Scale Motion on an Essentially-Nonlinear Dynamo [0]
    Byington, Benjamin M., Brummell, Nicholas H. & Tobias, Steven M., Astrophysical Dynamics: From Stars to Galaxies (Editors: Brummell, Nicholas H., Brun, A. Sacha, Miesch, Mark S. & Ponty, Yannick), IAU Symposium, 271, p. 367
  2. The effect of stratification and compressibility on anelastic convection in a rotating plane layer [11]
    Mizerski, Krzysztof A. & Tobias, Steven M., Geophysical and Astrophysical Fluid Dynamics, 105, 566
  3. On the Generation of Organized Magnetic Fields [23]
    Tobias, S. M., Cattaneo, F. & Brummell, N. H., ApJ, 728, 153
  4. Astrophysical Fluid Dynamics via Direct Statistical Simulation [74]
    Tobias, S. M., Dagon, K. & Marston, J. B., ApJ, 727, 127
  5. Skew-varicose instability in two-dimensional generalized Swift-Hohenberg equations [2]
    Weliwita, J. A., Rucklidge, A. M. & Tobias, S. M., Physical Review E, 84, 036201

2010

  1. Comparison of the anelastic approximation with fully compressible equations for linear magnetoconvection and magnetic buoyancy [19]
    Berkoff, N. A., Kersale, E. & Tobias, S. M., Geophysical and Astrophysical Fluid Dynamics, 104, 545
  2. Dynamo efficiency in compressible convective dynamos with and without penetration [8]
    Brummell, Nicholas, Tobias, Steven & Cattaneo, Fausto, Geophysical and Astrophysical Fluid Dynamics, 104, 565
  3. Transient spatio-temporal chaos in the complex Ginzburg-Landau equation on long domains [15]
    Houghton, S. M., Knobloch, E., Tobias, S. M. & Proctor, M. R. E., Physics Letters A, 374, 2030
  4. The Solar Dynamo [42]
    Jones, Chris A., Thompson, Michael J. & Tobias, Steven M., Space Science Reviews, 152, 591
  5. Nonlinear generation of large-scale magnetic fields in forced spherical shell dynamos [7]
    Livermore, P. W., Hughes, D. W. & Tobias, S. M., Physics of Fluids, 22, 037101-037101-9

2009

  1. Dynamo properties of the turbulent velocity field of a saturated dynamo [41]
    Cattaneo, Fausto & Tobias, Steven M., Journal of Fluid Mechanics, 621, 205
  2. Mean induction and diffusion: the influence of spatial coherence [9]
    Courvoisier, Alice, Hughes, David W. & Tobias, Steven M., Journal of Fluid Mechanics, 627, 403
  3. Bistability in the complex Ginzburg-Landau equation with drift [3]
    Houghton, S. M., Tobias, S. M., Knobloch, E. & Proctor, M. R. E., Physica D Nonlinear Phenomena, 238, 184
  4. The Solar Dynamo: The Role of Penetration, Rotation and Shear on Convective Dynamos [17]
    Tobias, Steven M., Space Science Reviews, 144, 77

2008

  1. For how long will the current grand maximum of solar activity persist? [85]
    Abreu, J. A., Beer, J., Steinhilber, F., Tobias, S. M. & Weiss, N. O., Geophysical Research Letters, 35, L20109
  2. Flux Pumping and Magnetic Fields in the Outer Penumbra of a Sunspot [25]
    Brummell, Nicholas H., Tobias, Steven M., Thomas, John H. & Weiss, Nigel O., ApJ, 686, 1454
  3. The effects of flux transport on interface dynamos [11]
    Mason, J., Hughes, D. W. & Tobias, S. M., MNRAS, 391, 467
  4. Hydrodynamic instabilities in the solar tachocline [12]
    Rashid, F. Q., Jones, C. A. & Tobias, S. M., A&A, 488, 819
  5. Limited Role of Spectra in Dynamo Theory: Coherent versus Random Dynamos [23]
    Tobias, Steven M. & Cattaneo, Fausto, Physical Review Letters, 101, 125003
  6. Dynamo action in complex flows: the quick and the fast [40]
    Tobias, Steven M. & Cattaneo, Fausto, Journal of Fluid Mechanics, 601, 101
  7. Convective Dynamos with Penetration, Rotation, and Shear [34]
    Tobias, Steven M., Cattaneo, Fausto & Brummell, Nicholas H., ApJ, 685, 596

2007

  1. On Predicting the Solar Cycle Using Mean-Field Models [61]
    Bushby, Paul J. & Tobias, Steven M., ApJ, 661, 1289
  2. The Nonlinear Evolution of Instabilities Driven by Magnetic Buoyancy: A New Mechanism for the Formation of Coherent Magnetic Structures [21]
    Kersalé, Evy, Hughes, David W. & Tobias, Steven M., ApJ, 663, L113
  3. The role of helicity and stretching in forced kinematic dynamos in a spherical shell [15]
    Livermore, P. W., Hughes, D. W. & Tobias, S. M., Physics of Fluids, 19, 057101-057101-9

2006

  1. α Effect in a Family of Chaotic Flows [47]
    Courvoisier, Alice, Hughes, David W. & Tobias, Steven M., Physical Review Letters, 96, 034503
  2. Global Magnetorotational Instability with Inflow. II. The Nonlinear Development of Axisymmetric Wall Modes [3]
    Kersalé, Evy, Hughes, David W., Ogilvie, Gordon I. & Tobias, Steven M., ApJ, 638, 382
  3. On the fine structure of magnetic fields in sunspot penumbrae [10]
    Thomas, J. H., Weiss, N. O., Tobias, S. M. & Brummell, N. H., A&A, 452, 1089
  4. Unpredictable Sun leaves researchers in the dark [35]
    Tobias, Steven, Hughes, David & Weiss, Nigel, Nature, 442, 26

2005

  1. Interaction between dynamos at different scales [18]
    Cattaneo, Fausto & Tobias, Steven M., Physics of Fluids, 17, 127105-127105-6
  2. Low-order stellar dynamo models [29]
    Wilmot-Smith, A. L., Martens, P. C. H., Nandy, D., Priest, E. R. & Tobias, S. M., MNRAS, 363, 1167

2004

  1. Global Magnetorotational Instability with Inflow. I. Linear Theory and the Role of Boundary Conditions [26]
    Kersalé, Evy, Hughes, David W., Ogilvie, Gordon I., Tobias, Steven M. & Weiss, Nigel O., ApJ, 602, 892
  2. Vortex dynamos [15]
    Smith, Stefan G. Llewellyn & Tobias, S. M., Journal of Fluid Mechanics, 498, 1
  3. The Influence of Velocity Shear on Magnetic Buoyancy Instability in the Solar Tachocline [31]
    Tobias, S. M. & Hughes, D. W., ApJ, 603, 785
  4. The Origin of Penumbral Structure in Sunspots: Downward Pumping of Magnetic Flux [90]
    Weiss, Nigel O., Thomas, John H., Brummell, Nicholas H. & Tobias, Steven M., ApJ, 600, 1073

2002

  1. The Competition in the Solar Dynamo between Surface and Deep-seated α-Effects [35]
    Mason, J., Hughes, D. W. & Tobias, S. M., ApJ, 580, L89
  2. Magnetic flux pumping and the structure of a sunspot penumbra [16]
    Thomas, J. H., Weiss, N. O., Tobias, S. M. & Brummell, N. H., Astronomische Nachrichten, 323, 383
  3. Downward pumping of magnetic flux as the cause of filamentary structures in sunspot penumbrae [108]
    Thomas, John H., Weiss, Nigel O., Tobias, Steven M. & Brummell, Nicholas H., Nature, 420, 390
  4. The solar dynamo [55]
    Tobias, S. M., Philosophical Transactions of the Royal Society of London Series A, 360, 2741
  5. Modulation of solar and stellar dynamos [30]
    Tobias, S. M., Astronomische Nachrichten, 323, 417

2001

  1. Linear and nonlinear dynamo properties of time-dependent ABC flows [28]
    Brummell, N. H., Cattaneo, F. & Tobias, S. M., Fluid Dynamics Research, 28, 237
  2. On the instability of magnetohydrodynamic shear flows [36]
    Hughes, D. W. & Tobias, S. M., Proceedings of the Royal Society of London Series A, 457, 1365
  3. Transport and Storage of Magnetic Field by Overshooting Turbulent Compressible Convection [195]
    Tobias, Steven M., Brummell, Nicholas H., Clune, Thomas L. & Toomre, Juri, ApJ, 549, 1183

2000

  1. Resonance in a coupled solar-climate model [1]
    Tobias, S. M. & Weiss, N. O., Space Science Reviews, 94, 153
  2. Physical Causes of Solar Activity [49]
    Weiss, N. O. & Tobias, S. M., Space Science Reviews, 94, 99

Created on Wed Jan 22 04:32:26 2025.