Confinement and Transport Bibliography

• Antonsen 80

T. Antonsen & B. Lane.

Kinetic equations for low frequency instabilities in inhomogeneous plasmas.

Phys. Fluids, vol. 23, page 1205, 1980.

• Beer 96a

M.A. Beer & G.W. Hammett.

Bounce averaged trapped electron fluid equations for plasma turbulence.

Phys. Plasmas, vol. 3, page 4018, 1996.

• Beer 96b

M.A. Beer & G.W. Hammett.

Toroidal gyrofluid equations for simulations of tokamak turbulence.

Phys. Plasmas, vol. 3, page 4046, 1996.

• Candy 03a

J. Candy & R.E. Waltz.

An Eulerian gyrokinetic-Maxwell solver.

J. Comput. Phys., vol. 186, page 545, 2003.

• Candy 03b

J. Candy & R.E. Waltz.

Anomalous transport in the DIII-D tokamak matched by supercomputer simulation.

Phys. Rev. Lett., vol. 91, pages 045001-1, 2003.

• Candy 04a

J. Candy, R.E. Waltz & W. Dorland.

The local limit of global gyrokinetic simulations.

Phys. Plasmas, vol. 11, page L25, 2004.

• Candy 04b

J. Candy, R.E. Waltz & M.N. Rosenbluth.

Smoothness of turbulent transport across a minimum-$ q$ surface.

Phys. Plasmas, vol. 11, page 1879, 2004.

• Dominguez 93

R.R. Dominguez & G.M. Staebler.

Anomalous momentum transport from drift wave turbulence.

Phys. Fluids B, vol. 5, page 3876, 1993.

• Dunigan 03

T.H. Dunigan, M.R. Fahey, J.B. White & P.H. Worley.

Early evaluation of the Cray-X1.

in Proceedings of Supercomputing 2003, Phoenix, AZ, 2003.

• Frieman 82

E.A. Frieman & L. Chen.

Nonlinear gyrokinetic equations for low-frequency electromagnetic waves in general plasma equilibria.

Phys. Fluids, vol. 25, page 502, 1982.

• Garbet 96

X. Garbet & R.E. Waltz.

Action at distance and Bohm scaling of turbulence in tokamaks.

Phys. Plasmas, vol. 3, page 1898, 1996.

• Garbet 98

X. Garbet & R.E. Waltz.

Heat flux driven ion turbulence.

Phys. Plasmas, vol. 5, page 2836, 1998.

• Hinton 91

F.L. Hinton.

Thermal confinement bifurcation and the L- to H-mode transition in tokamaks.

Phys. Fluids B, vol. 3, page 696, 1991.

• Hinton 93

F.L. Hinton & G.M. Staebler.

Particle and energy confinement bifurcation in tokamaks.

Phys. Fluids B, vol. 3, page 1281, 1993.

• Hinton 99

F.L. Hinton & M.N. Rosenbluth.

Dynamics of axisymmetric E $ \times$ B and poloidal flows in tokamaks.

Plasma Phys. Controlled Fusion, vol. 41, page A653, 1999.

• Hinton 03

F.L. Hinton, M.N. Rosenbluth & R.E. Waltz.

Reduced equations for electromagnetic turbulence in tokamaks.

Phys. Plasmas, vol. 10, page 168, 2003.

• Hinton 04

F.L. Hinton, R.E. Waltz & J. Candy.

Effects of electromagnetic turbulence in the neoclassical Ohm's law.

Phys. Plasmas, vol. 11, page 2433, 2004.

• Kennedy 03

C.A. Kennedy & M.H. Carpenter.

Additive Runge-Kutta schemes for convection-diffusion-reaction equations.

Appl. Numer. Math., vol. 44, page 139, 2003.

• Kinsey 96

J.E. Kinsey & G. Bateman.

Theory-based transport modeling of the gyro-radius experiments.

Phys. Plasmas, vol. 3, page 3344, 1996.

• Kinsey 02

J.E. Kinsey, G.M. Staebler & R.E. Waltz.

Simulations of Internal Transport Barrier Formation in Tokamak Discharges Using the GLF23 Transport Model.

Phys. Plasmas, vol. 9, page 1676, 2002.

• Kinsey 03

J.E. Kinsey, T. Onjun, G. Bateman, A. Kritz, A. Pankin, G. Staebler & R.E. Waltz.

Burning Plasma Projections Using Drift Wave Transport Models and Scalings for the H-mode Pedestal.

Nucl. Fusion, vol. 43, page 1845, 2003.

• Kinsey 05a

J.E. Kinsey, R.E. Waltz, & J. Candy.

Nonlinear Gyrokinetic Simulations of ExB Shear Quenching of Transport.

Phys. Plasmas, vol. 12, page 102508, 2005.

• Kinsey 05b

J.E. Kinsey.

GLF23 Modeling of Turbulent Transport in DIII-D.

Fusion Sci. Tech., vol. 48, page 1060, 2005.

• Kinsey 06

J.E. Kinsey, R.E. Waltz, & J. Candy.

The Effect of Safety Factor and Magnetic Shear on Turbulent Transport in Nonlinear Gyrokinetic Simulations.

Phys. Plasmas, vol. 13, page 022305, 2006.

• Kinsey 07

J.E. Kinsey, R.E. Waltz, & J. Candy.

The Effect of Plasma Shaping on Turbulent Transport and ExB Shear Quenching in Nonlinear Gyrokinetic Simulations.

Phys. Plasmas, vol. 14, page 102306, 2007.

• Konings 97

J.A. Konings & R.E. Waltz.

Comparison of transport models with a transport profile database.

Nucl. Fusion, vol. 37, page 863, 1997.

• Kotschenreuther 95

M. Kotschenreuther, W. Dorland, M.A. Beer & G.W. Hammett.

Quantitative predictions of tokamak energy confinement from first-principles simulations with kinetic effects.

Phys. Plasmas, vol. 2, page 2381, 1995.

• Pareschi 02

L. Pareschi & G. Russo.

High Order Asymptotically Strong-Stability-Preserving Methods for Hyperbolic Systems with Relaxation.

In Hyperbolic problems: Theory, Numerics, Applications. Springer, 2002.

• Petty 95a

C.C. Petty, T.C. Luce, K.H. Burrell, S.C. Chiu, J.S. DeGrassie, C.B. Forest, P. Gohil, C.M. Greenfield, R.J. Groebner, R.W. Harvey, R.A. James, R.I Pinsker, R. Prater, R.E. Waltz & D. Wr$ \grave{o}$blewski.

Phys. Plasmas, vol. 2, page 2342, 1995.

• Petty 95b

C.C. Petty, T.C. Luce, R.I Pinsker, K.H. Burrell, S.C. Chiu, P. Gohil, R.A. James & D. Wr$ \grave{o}$blewski.

Phys. Rev. Lett., vol. 74, page 1763, 1995.

• Petty 97

C.C. Petty & T.C. Luce.

Projections of gyroradius scaling experiments to an ignition tokamak.

Nucl. Fusion, vol. 37, page 1, 1997.

• Petty 02

C.C. Petty, M.R. Wade, J.E. Kinsey, D.R. Baker & T.C. Luce.

Effect of rotation on H-mode transport in DIII-D via changes in the ExB velocity shear.

Phys. Plasmas, vol. 9, page 128, 2002.

• Qin 04

H. Qin & W.M. Tang.

Pullback transformations in gyrokinetic theory.

Phys. Plasmas, vol. 11, page 1052, 2004.

• Rosenbluth 98

M.N. Rosenbluth & F.L. Hinton.

Poloidal flow driven by ion-temperature-gradient turbulence in tokamaks.

Phys. Rev. Lett., vol. 80, page 724, 1998.

• Staebler 91

G.M. Staebler & R.R. Dominguez.

Nucl. Fusion, vol. 31, page 1891, 1991.

• Staebler 94

G.M. Staebler, F.L. Hinton, J.C. Wiley, R.R. Dominguez, C.M. Greenfield, P. Gohil, T.K. Kurki-Suonio & T.H. Osborne.

High and very high modes from energy, particle, and momentum transport models.

Phys. Plasmas, vol. 1, page 909, 1994.

• Staebler 03

G.M. Staebler.

GA-A24481, submitted to Plasma Phys. Contr. Fusion, 2003.

• Staebler 04

G.M. Staebler.

Poloidal momentum transport due to drift-waves in toroidal geometry.

Phys. Plasmas, vol. 11, page 1064, 2004.

• Waltz 90

R.E. Waltz, J.C. DeBoo & M.N. Rosenbluth.

Magnetic-Field Scaling of Dimensionally Similar Tokamak Discharges.

Phys. Rev. Lett., vol. 65, page 2390, 1990.

• Waltz 92a

R.E. Waltz, J.C. DeBoo & T.H. Osborne.

Modelling of almost dimensionally similar discharges.

Nucl. Fusion, vol. 32, page 1051, 1992.

• Waltz 92b

R.E. Waltz, R.R. Dominguez & G.W. Hammett.

Gyro-Landau fluid models for toroidal geometry.

Phys. Fluids B, vol. 4, page 3138, 1992.

• Waltz 94

R.E. Waltz, G.R. Kerbel & J. Milovich.

Toroidal gyro-Landau fluid model turbulence simulations in a nonlinear ballooning mode representation with radial modes.

Phys. Plasmas, vol. 1, page 2229, 1994.

• Waltz 95

R.E. Waltz, G.R. Kerbel, J. Milovich & G.W. Hammett.

Advances in the simulation of toroidal gyro-Landau fluid model turbulence.'

Phys. Plasmas, vol. 2, page 2408, 1995.

• Waltz 97

R.E. Waltz, G.M. Staebler, W. Dorland, G.W. Hammett, M. Kotschenreuther & J.A. Konings.

A gyro-Landau-fluid transport model.

Phys. Plasmas, vol. 4, page 2483, 1997.

• Waltz 98

R.E. Waltz, R.L. Dewar & X. Garbet.

Theory and simulation of rotational shear stabilization of turbulence.

Phys. Plasmas, vol. 5, page 1784, 1998.

• Waltz 02

R.E. Waltz, J. Candy & M.N. Rosenbluth.

Gyrokinetic turbulence simulation of profile shear stabilization and broken gyroBohm scaling.

Phys. Plasmas, vol. 9, page 1938, 2002.