Parra, F.I
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3

Nonlinear second order electromagnetic gyrokinetic theory f..:

Dudkovskaia, A V ; Wilson, H R ; Connor, J W..
Plasma Physics and Controlled Fusion.  65 (2023)  4 - p. 045010 , 2023
 
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5

New linear stability parameter to describe low-β electromag..:

Hardman, M R ; Parra, F I ; Patel, B S...
Plasma Physics and Controlled Fusion.  65 (2023)  4 - p. 045011 , 2023
 
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7

A phase-shift-periodic parallel boundary condition for low-..:

St-Onge, D A ; Barnes, M ; Parra, F I
Plasma Physics and Controlled Fusion.  65 (2022)  1 - p. 015016 , 2022
 
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8

A novel approach to radially global gyrokinetic simulation ..:

St-Onge, D.A. ; Barnes, M. ; Parra, F.I.
Journal of Computational Physics.  468 (2022)  - p. 111498 , 2022
 
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9

Extended electron tails in electrostatic microinstabilities..:

Hardman, M R ; Parra, F I ; Chong, C...
Plasma Physics and Controlled Fusion.  64 (2022)  5 - p. 055004 , 2022
 
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11

Interpreting radial correlation Doppler reflectometry using..:

Ruiz Ruiz, J ; Parra, F I ; Hall-Chen, V H...
Plasma Physics and Controlled Fusion.  64 (2022)  5 - p. 055019 , 2022
 
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13

KNOSOS: A fast orbit-averaging neoclassical code for stella..:

Velasco, J.L. ; Calvo, I. ; Parra, F.I..
Journal of Computational Physics.  418 (2020)  - p. 109512 , 2020
 
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15

stella: An operator-split, implicit–explicit δf-gyrokinetic..:

Barnes, M. ; Parra, F.I. ; Landreman, M.
Journal of Computational Physics.  391 (2019)  - p. 365-380 , 2019
 
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