[1] HINTON F L, HAZELTINE R D. Theory
of plasma transport in toroidal confinement systems [J]. Reviews
of Modern Physics, 1976, 48(2): 239.
[2] WOOTTON A J, CARRERAS B A,
MATSUMOTO H, et al. Fluctuations and anomalous transport in tokamaks [J]. Physics of Fluids B, 1990, 2(12): 2879.
[3] WAGNER F, STROTH U. Transport
in toroidal devices-experimentalist's view [J]. Plasma Physics and Controlled
Fusion, 1993, 35(10): 1321.
[4] DIMITS A M, WILLIAMS T J,
BYERS J A, et al. Scalings of ion-temperature-gradient-driven anomalous transport
in tokamaks [J]. Physical Review Letters, 1996, 77(1): 71.
[5] HORTON W. Drift waves and
transport [J]. Reviews of Modern Physics, 1999, 71(3): 735.
[6] DIAMOND P H, ITOH S I, ITOH K,
et al. Zonal flows in plasma—a review [J]. Plasma Physics and Controlled
Fusion, 2005, 47(5): R35.
[7] MIKI K, KISHIMOTO Y,
MIYATO N, et al. Intermittent transport associated with the
geodesic acoustic mode near the critical gradient regime [J]. Physical Review
Letters, 2007, 99(14): 145003.
[8] DIMITS A M, BATEMAN G, BEER M
A, et al. Comparisons and physics basis of tokamak transport models and
turbulence simulations [J]. Physics of Plasmas, 2000, 7(3): 969.
[9] DORLAND W, HAMMETT G W.
Gyrofluid turbulence models with kinetic effects [J]. Physics of Fluids B, 1992,
5(3): 812.
[10] BEER M A, HAMMETT G W. Toroidal gyrofluid equations for
simulations of tokamak turbulence [J]. Physics of Plasmas, 1996, 3(11): 4046.
[11] BEER M A, HAMMETT G W. Turbulence-driven
zonal flow dynamics in gyrofluid simulations [C]. New Orleans: APS DPP meeting,
1998.
[12] HAMMETT G W, PERKINS F W.
Fluid moment models for Landau damping with application to the ion-temperature-gradient
instability [J]. Physical Review Letters, 1990, 64(25): 3019.
[13] LI J, LI H, REN G, et
al. A compact collisionless Gyro-Landau-Fluid multimode multiscale turbulence
transport modelling in tokamak plasmas [C]. Vienna: 28th IAEA Fusion Energy Conference,
2020. 7.
[14] HORTON W, HONG B G, TANG W M. Toroidal
electron temperature gradient driven drift modes [J]. Physics of Fluids, 1988,
31(10): 2971.
[15] REWOLDT G, LIN Z, IDOMURA Y.
Linear comparison of gyrokinetic codes with trapped electrons [J]. Computer
Physics Communications, 2007, 177(10): 775.
[16] MCMILLAN B F, LAPILLONNE X,
BRUNNER S. System size effects on gyrokinetic turbulence [J]. Physical Review Letters, 2010, 105(15): 155001.
[17] ROSENBLUTH M N, HINTON F L.
Poloidal flow driven by ion-temperature-gradient turbulence in tokamaks [J]. Physical
Review Letters, 1998, 80(4): 724.
[18] LI J, KISHIMOTO Y. Gyrofluid simulation
of ion-scale turbulence in tokamak plasmas [J]. Communications in Computational
Physics, 2008, 4(5): 1245.
[19] WANG L, HAHM T S. Generalized
expression for polarization density [J]. Physics of Plasmas, 2009, 16(6):
062309.
[20] HAHM T S, DIAMOND P H. Mesoscopic
transport events and the breakdown of fick’s law for turbulent fluxes [J]. Journal
of the Korean Physical Society, 2018, 73(6): 747.
[21] IDOMURA Y, URANO H,
AIBA N, et al. Study of ion turbulent transport and profile
formations using global gyrokinetic full-f Vlasov simulation [J]. Nuclear
Fusion, 2009, 49(6): 065029.
[22] WANG W, KISHIMOTO Y,
IMADERA K, et al. Statistical study for ITG turbulent transport in flux-driven
tokamak plasmas based on global gyro-kinetic simulation [J]. Nuclear Fusion,
2020, 60(6): 066010.
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