D. Montgomery

发表

Effects of uniform rotation on helically-deformed, resistive, magnetohydrodynamic equilibria

X. Shan, H. Chen, D. Montgomery, 1991 .

MHD turbulent processes

D. Montgomery, 1988 .

Toroidal visco-resistive magnetohydrodynamic steady states contain vortices

J. Bates, D. Montgomery, 1998 .

MHD steady states as a model for confined plasmas

J. Bates, D. Montgomery, L. Kamp, 1999 .

Toroidal steady states in visco-resistive magnetohydrodynamics

L. Kamp, D. Montgomery, 2004 .

Magnetohydrodynamically generated velocities in confined plasma

K. Schneider, W. Bos, J. Morales, 2015 .

Numerical study of dynamo action at low magnetic Prandtl numbers.

Y. Ponty, J. Pinton, P. Mininni, 2004, Physical review letters.

Dynamics of the Small Scales in Magnetohydrodynamic Turbulence

P. Mininni, A. Alexakis, A. Pouquet, 2008 .

Controlled Landau Damping of Ion-Acoustic Waves

I. Alexeff, W. Jones, D. Montgomery, 1967 .

Dynamo Regimes with a Nonhelical Forcing

Y. Ponty, J. Pinton, P. Mininni, 2005 .

Theory of hydromagnetic turbulence

D. Montgomery, 1983 .

Small-scale structures in three-dimensional magnetohydrodynamic turbulence.

P. Mininni, A. Pouquet, D. Montgomery, 2006, Physical review letters.

Magnetic dynamo action in two-dimensional turbulent magneto-hydrodynamics

D. Fyfe, G. Joyce, D. Montgomery, 1977, Journal of Plasma Physics.

Plasma Kinetic Theory

Howard H. C. Chang, D. Tidman, D. Montgomery, 1965 .

Turbulent generation of outward-traveling interplanetary Alfvenic fluctuations

W. Matthaeus, M. Goldstein, D. Montgomery, 1983 .

On the role of the Hartmann number in magnetohydrodynamic activity

X. Shan, D. Montgomery, 1993 .

Comment on ‘‘Peeling of convection cells and the generation of sheared flow’’ [Phys. Fluids B 4, 488 (1992)]

W. Matthaeus, D. Montgomery, 1993 .

Dissipative magnetohydrodynamic states with non-ideal boundary conditions

D. Montgomery, Y. Z. Agim, 1991, Journal of Plasma Physics.

Pressure determinations for incompressible fluids and magnetofluids

B. Kress, D. Montgomery, 2000, Journal of Plasma Physics.

A numerical study of the alpha model for two-dimensional magnetohydrodynamic turbulent flows

P. Mininni, A. Pouquet, D. Montgomery, 2004, physics/0410159.

Local anisotropy in incompressible magnetohydrodynamic turbulence

L. Milano, P. Dmitruk, W. Matthaeus, 2001 .

Magnetohydrodynamic activity inside a sphere

P. Mininni, D. Montgomery, David Montgomery, 2006, physics/0602147.

Some numerical studies of exotic shock wave behavior

J. Bates, D. Montgomery, 1999 .

Charged Particle Diffusion in Isotropic Random Magnetic Fields

P. Dmitruk, W. Matthaeus, P. Blasi, 2016, 1612.09507.

Effects of Electron‐Temperature Variation on Ion Acoustic Waves

I. Alexeff, W. Jones, D. Montgomery, 1968 .

An easily implemented task-based parallel scheme for the Fourier pseudospectral solver applied to 2D Navier–Stokes turbulence

David Montgomery, Hjh Herman Clercx, Z Zhaohua Yin, 2004 .

Hydrodynamic and magnetohydrodynamic computations inside a rotating sphere

P. Mininni, D. Montgomery, L. Turner, 2007, physics/0702082.

A BBGKY framework for fluid turbulence

David Montgomery, D. Montgomery, 1976 .

Minimum Dissipation And Maximum Entropy

L. Phillips, D. Montgomery, 1990 .

Low magnetic Prandtl number dynamos with helical forcing.

P. Mininni, D. Montgomery, 2005, Physical review. E, Statistical, nonlinear, and soft matter physics.

The evolution of cross helicity in driven/dissipative two‐dimensional magnetohydrodynamics

W. Matthaeus, Sanjoy Ghosh, D. Montgomery, 1988 .

Turbulent relaxation processes in magnetohydrodynamics

David Montgomery, William H. Matthaeus, W. Matthaeus, 1986 .

Navier–Stokes relaxation to sinh–Poisson states at finite Reynolds numbers

W. Matthaeus, X. Shan, D. Montgomery, 1993 .

Parametric Excitation of Transverse Waves in a Plasma

I. Alexeff, D. Montgomery, 1966 .

Two-Dimensional Turbulence

David Montgomery, Robert H. Kraichnan, R. Kraichnan, 2012 .

Density Fluctuation Spectra in Magnetohydrodynamic Turbulence a Recurrent but Theoretically Unexplained Observation Has a Poisson Equation for P* Results from Taking the Diver- Gence of (la) and Using (lb): V2(p*/po)----v. [¾-v¾-b' Vb/4r@bulletpo ] (2)

W. Matthaeus, M. Brown, D. Montgomery, 2022 .

Turbulent diffusion from a quasi-kinematical point of view

Yehuda Salu, David Montgomery, Y. Salu, 1977 .

Alternative statistical-mechanical descriptions of decaying two-dimensional turbulence in terms of "patches" and "points"

H. Clercx, D. Montgomery, Z. Yin, 2003 .

Oseen vortex as a maximum entropy state of a two dimensional fluid

W. Matthaeus, D. Montgomery, 2011 .

Numerical study of the decay of enstrophy in a two-dimensional Navier-Stokes fluid in the limit of very small viscosities

P. Dmitruk, D. Montgomery, 2005 .

Decaying, two-dimensional, Navier-Stokes turbulence at very long times

D. Martínez, W. Matthaeus, S. Oughton, 1991 .

Entropies for Continua: Fluids and Magnetofluids

W. Matthaeus, X. Shan, D. Montgomery, 1996 .

Two‐dimensional electrostatic turbulence with variable density and pressure

D. Montgomery, L. Turner, 1980 .

Two-dimensional turbulence in inviscid fluids or guiding center plasmas

Y. Salu, G. Knorr, C. Seyler, 1975 .

Theory of the unmagnetized plasma

D. Montgomery, 1971 .

Transient Plasma Sheath—Discovered by Ion‐Acoustic Waves

K. Lonngren, I. Alexeff, W. Jones, 1969 .

LANDAU DAMPING OF ELECTROSTATIC ION WAVES IN A UNIFORM MAGNETIC FIELD.

N. A. Krall, A. Hirose, I. Alexeff, 1969 .

Turbulent magnetohydrodynamic density fluctuations

J. Shebalin, D. Montgomery, 1988, Journal of Plasma Physics.

Remarks on the MHD problem of generic magnetospheres and magnetotails

D. Montgomery, 1987 .

Possible inverse cascade behavior for drift-wave turbulence. [in plasma]

D. Fyfe, D. Montgomery, 1979 .

A review of relaxation and structure in some turbulent plasmas: magnetohydrodynamics and related models

W. Matthaeus, M. Wan, S. Servidio, 2012 .

Hydrodynamic relaxation of an electron plasma to a near-maximum entropy state.

W. Matthaeus, D. Rodgers, S. Servidio, 2009, Physical review letters.

Nonlinear evolution of the sheet pinch

W. Matthaeus, D. Montgomery, 1981, Journal of Plasma Physics.

A Kinetic Method for Computing Inhomogeneous Fluid Behavior

A. D. Kotelnikov, D. Montgomery, 1997 .

Anisotropic Modal Energy Transfer in Interstellar Turbulence

David Montgomery, William H. Matthaeus, W. Matthaeus, 1995 .

Resistive magnetohydrodynamic equilibria in a torus

J. Bates, H. Lewis, D. Montgomery, 1996, physics/9610005.

Turbulent MHD transport coefficients - An attempt at self-consistency

H. Chen, D. Montgomery, 1987 .

Turbulent amplification of large-scale magnetic fields

H. Chen, D. Montgomery, 1984 .

Relaxation toward states of minimum energy in a compact torus

A. Bondeson, S. Riyopoulos, D. Montgomery, 1982 .

Helicity and its role in the varieties of magnetohydrodynamic turbulence

J. Bates, D. Montgomery, 2013 .

``Test Particle'' Problem for an Equilibrium Plasma

D. Tidman, D. Montgomery, R. Guernsey, 1964 .

MHD turbulence: relaxation processes and variational principles

L. Phillips, D. Montgomery, 1988 .

Two-Dimensional Turbulence with Rigid Circular Walls

W. Jones, D. Montgomery, Shuojun Li, 1997 .

Inverse cascades of angular momentum

W. Jones, D. Montgomery, Shuojun Li, 1996, Journal of Plasma Physics.

The turbulent generation of outward traveling Alfvenic fluctuations in the solar wind

W. Matthaeus, M. Goldstein, D. Montgomery, 1983 .

Modifications of magnetohydrodynamics as applied to the solar wind

D. Montgomery, 1992 .

Kinetic theory of a two-dimensional magnetized plasma

D. Montgomery, 1971, Journal of Plasma Physics.

Major disruptions, inverse cascades, and the Strauss equations. [Current-carrying plasmas]

D. Montgomery, 1982 .

Numerical solutions of the three-dimensional magnetohydrodynamic alpha model.

Annick Pouquet, P. Mininni, A. Pouquet, 2004, Physical review. E, Statistical, nonlinear, and soft matter physics.

Nonlinear behavior of a non-helical dynamo

Y. Ponty, J. Pinton, P. Mininni, 2004, astro-ph/0412071.

Turbulent dynamos at low magnetic Prandtl number

Y. Ponty, J. Pinton, P. Mininni, 2022 .

Two-dimensional turbulence

Stanislav Boldyrev, Seiichi Motooka, R. Kraichnan, 1980 .

Thresholds for the onset of fluid and magnetofluid turbulence

D. Montgomery, 1982 .

A class of resistive axisymmetric magnetohydrodynamic equilibria in a periodic cylinder

L. Galgani, D. Montgomery, A. Ponno, 2002, Journal of Plasma Physics.

Alternative statistical-mechanical descriptions of decaying two-dimensional turbulence in terms of ``patches'' and ``points''

D.C.Montgomery, D. Montgomery, H. Clercx, 2002, physics/0211024.

Shock induced turbulence in composite materials at moderate Reynolds numbers

A. D. Kotelnikov, D. Montgomery, 1998 .

Decaying two-dimensional turbulence with rigid walls

D. Montgomery, Shuojun Li, 1996 .

Finite amplitude steady states of high Reynolds number 2-D channel flow

Wesley B. Jones, David Montgomery, W. Jones, 1994 .

Hartmann, Lundquist, and Reynolds: the role of dimensionless numbers in nonlinear magnetofluid behavior

D. Montgomery, 1993 .

Unstable transition properties of the driven magnetohydrodynamic sheet pinch

R. Dahlburg, D. Montgomery, T. Zang, 1986, Journal of Fluid Mechanics.

Turbulent disruptions from the Strauss equations

W. Matthaeus, J. Dahlburg, D. Montgomery, 1985, Journal of Plasma Physics.

Statistical formulation of one‐dimensional electron fluid turbulence

D. Fyfe, D. Montgomery, 1978 .

Comment on ‘‘Self‐organization and energy relaxation in a three‐dimensional magnetohydrodynamic plasma’’ [Phys. Fluids 29, 1161 (1986)]

W. Matthaeus, D. Montgomery, 1986 .

ANALYTICAL ESTIMATES OF TURBULENT MHD TRANSPORT COEFFICIENTS

D. Montgomery, T. Hatori, 1984 .

Long-time states of inverse cascades in the presence of a maximum length scale

W. Matthaeus, Murshed Hossain, D. Montgomery, 1983, Journal of Plasma Physics.

A helically distorted MHD flux rope model

D. Montgomery, M. Theobald, 1990 .

Turbulent relaxation of a confined magnetofluid to a force-free state

G. Doolen, J. Dahlburg, D. Montgomery, 1987, Journal of Plasma Physics.

Large-scale disruptions in a current-carrying magnetofluid

G. Doolen, W. Matthaeus, J. Dahlburg, 1986, Journal of Plasma Physics.

The geometry and symmetries of magnetohydrodynamic turbulence: Anomalies of spatial periodicity

J. Bates, D. Montgomery, 1999 .

Two-dimensional magnetohydrodynamic turbulence: cylindrical, non-dissipative model

G. Vahala, D. Montgomery, 1979, Journal of Plasma Physics.

THEORYOFHYDROMAGNETIC TURBULENCE David Montgomery The College of William and Mary Williamsburg, Virginia 23.185 U. S. A. Abstract The present state of MIIDturbulence theory as a possible solar wind

D. Montgomery, 2004 .

Comparison of spectral method and lattice Boltzmann simulations of two‐dimensional hydrodynamics

S. Chen, D. Martínez, Shiyi Chen, 1993, comp-gas/9303003.