×

A multidimensional quasineutral plasma simulation model. (English) Zbl 0388.76108


MSC:

76X05 Ionized gas flow in electromagnetic fields; plasmic flow

Software:

YAQUI
PDF BibTeX XML Cite
Full Text: DOI

References:

[1] Grad, H., Phys. fluids, 4, 1366, (1961)
[2] D’Ippolito, D.A.; Davidson, R.C., Phys. fluids, 18, 1507, (1975)
[3] Freidberg, J.P., Phys. fluids, 19, 1102, (1972)
[4] Freidberg, J.P.; Hewett, D.W., Phys. fluids, 20, 2128, (1977)
[5] Lewis, H.R.; Turner, L., Nuclear fusion, 16, 993, (1976)
[6] Gerwin, R.A., The Vlasov-fluid model with electron pressure, La-6130-ms, (1975)
[7] Hain, K.; Hain, G.; Roberts, K.V.; Roberts, S.J.; Koppendorfer, W., Z. naturforsch., 15A, 1039, (1960)
[8] Lewier, P.C.; Krall, N.A., Phys. fluids, 16, 1953, (1973)
[9] Sgro, A.G.; Nielson, C.W., Phys. fluids, 19, 126, (1976)
[10] Hamasaki, S.; Krall, N.A., Phys. fluids, 20, 229, (1977)
[11] Shonk, C.R.; Morse, R.L., ()
[12] Byers, J.A.; Cohen, B.I.; Condit, W.C.; Hanson, J.D., J. comp. phys., 27, 363, (1978)
[13] Forslund, D.W.; Freidberg, J.P., Phys. rev. lett., 27, 1189, (1971)
[14] Liewer, P.C., ()
[15] Nielson, C.W.; Lewis, H.R., Particle-code models in the nonradiative limit, (), 367
[16] Nielson, C.W.; Winske, D.; Hewett, D.W., ()
[17] Hewett, D.W.; Nielson, C.W.; Winske, D., Bull. amer. phys. soc., 21, 1038, (1976)
[18] Winske, D.; Hewett, D.W., Phys. rev. lett., 35, 937, (1975)
[19] Longmire, C.L., Elementary plasma physics, (), 21 · Zbl 0121.23004
[20] Landau, L.D.; Lifshitz, E.M., Fluid mechanics, (), 4 · Zbl 0146.22405
[21] Hirt, C.W., J. computational phys., 2, 339, (1968)
[22] Boris, J.P.; Book, D.L., Solution of continuity equations by the method of flux-corrected transport, (), 85
[23] Roache, P.J., Computational fluid dynamics, (1976), Hermosa Publishers Albuquerque
[24] Amsden, A.A.; Hirt, C.W., YAQUI: an arbitrary Lagrangian-Eulerian computer program for fluid flow at all speeds, LA-5100, 10, (1973)
[25] Miller, K., ()
[26] Hewett, D.W.; Nielson, C.W.; Winske, D., Phys. fluids, 19, 443, (1976)
This reference list is based on information provided by the publisher or from digital mathematics libraries. Its items are heuristically matched to zbMATH identifiers and may contain data conversion errors. It attempts to reflect the references listed in the original paper as accurately as possible without claiming the completeness or perfect precision of the matching.