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Results:
1-17
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Results: 17
Authors:
Knoll, DA
Vanderheyden, WB
Mousseau, VA
Kothe, DB
Citation: Da. Knoll et al., Preconditioning Newton-Krylov methods in solidifying flow applications, SIAM J SC C, 23(2), 2001, pp. 381-397
Authors:
Brackbill, JU
Knoll, DA
Citation: Ju. Brackbill et Da. Knoll, Transient magnetic reconnection and unstable shear layers, PHYS REV L, 86(11), 2001, pp. 2329-2332
Authors:
Knoll, DA
Rider, WJ
Olson, GL
Citation: Da. Knoll et al., Nonlinear convergence, accuracy, and time step control in nonequilibrium radiation diffusion, J QUAN SPEC, 70(1), 2001, pp. 25-36
Authors:
Bates, JW
Knoll, DA
Rider, WJ
Lowrie, RB
Mousseau, VA
Citation: Jw. Bates et al., On consistent time-integration methods for radiation hydrodynamics in the equilibrium diffusion limit: Low-energy-density regime, J COMPUT PH, 167(1), 2001, pp. 99-130
Authors:
Chacon, L
Barnes, DC
Knoll, DA
Miley, GH
Citation: L. Chacon et al., A bounce-averaged ion Fokker-Planck code for Penning fusion devices, COMP PHYS C, 134(2), 2001, pp. 183-208
Authors:
Chacon, L
Miley, GH
Barnes, DC
Knoll, DA
Citation: L. Chacon et al., Energy gain calculations in Penning fusion systems using a bounce-averagedFokker-Planck model, PHYS PLASMA, 7(11), 2000, pp. 4547-4560
Authors:
Knoll, DA
Mousseau, VA
Citation: Da. Knoll et Va. Mousseau, On Newton-Krylov multigrid methods for the incompressible Navier-Stokes equations, J COMPUT PH, 163(1), 2000, pp. 262-267
Authors:
Mousseau, VA
Knoll, DA
Rider, WJ
Citation: Va. Mousseau et al., Physics-based preconditioning and the Newton-Krylov method for non-equilibrium radiation diffusion, J COMPUT PH, 160(2), 2000, pp. 743-765
Authors:
Chacon, L
Barnes, DC
Knoll, DA
Miley, GH
Citation: L. Chacon et al., An implicit energy-conservative 2D Fokker-Planck algorithm - I. Differencescheme, J COMPUT PH, 157(2), 2000, pp. 618-653
Authors:
Chacon, L
Barnes, DC
Knoll, DA
Miley, GH
Citation: L. Chacon et al., An implicit energy-conservative 2D Fokker-Planck algorithm - II. Jacobian-free Newton-Krylov solver, J COMPUT PH, 157(2), 2000, pp. 654-682
Authors:
Knoll, DA
Rider, WJ
Citation: Da. Knoll et Wj. Rider, A multigrid preconditioned Newton-Krylov method, SIAM J SC C, 21(2), 1999, pp. 691-710
Authors:
Knoll, DA
Kothe, DB
Lally, B
Citation: Da. Knoll et al., A new nonlinear solution method for phase-change problems, NUM HEAT B, 35(4), 1999, pp. 439-459
Authors:
Knoll, DA
Rider, WJ
Olson, GL
Citation: Da. Knoll et al., An efficient nonlinear solution method for non-equilibrium radiation diffusion, J QUAN SPEC, 63(1), 1999, pp. 15-29
Authors:
Rider, WJ
Knoll, DA
Citation: Wj. Rider et Da. Knoll, Time step size selection for radiation diffusion calculations, J COMPUT PH, 152(2), 1999, pp. 790-795
Authors:
Rider, WJ
Knoll, DA
Olson, GL
Citation: Wj. Rider et al., A multigrid Newton-Krylov method for multimaterial equilibrium radiation diffusion, J COMPUT PH, 152(1), 1999, pp. 164-191
Authors:
Knoll, DA
Lapenta, G
Brackbill, JU
Citation: Da. Knoll et al., A multilevel iterative field solver for implicit, kinetic, plasma simulation, J COMPUT PH, 149(2), 1999, pp. 377-388
Authors:
Knoll, DA
Citation: Da. Knoll, Computational study of ITER-like dissipative divertor plasmas in the collisional limit, NUCL FUSION, 38(1), 1998, pp. 133-146
Risultati:
1-17
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