Performance analysis of magnetic flux compression by plasma liner
Matematičeskoe modelirovanie, Tome 21 (2009) no. 11, pp. 57-73.

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The paper presents the results of theoretical and numerical performance analysis of the experimental scheme for amplification of magnetic flux intensity via its compression by plasma liner. 0D estimations and 2D computations results are compared. The simulations were carried out with the use of RMHD code MARPLE (IMM RAS). The scheme performance affected by the Rayleigh–Taylor instability developing in the case of initially disturbed plasma shell density is studied. The possible penetration of the compressor shell plasma from the discharge chamber into the load area results in the nonuniformity of magnetic pressure in it. The simulation proves the possibility of elimination of this unwanted effect by proper selection of the experiment parameters. The correlation of the numerical results for this kind of problems using a simplified 0D model and 2D RMHD simulation with the code MARPLE are demonstrated. The perspec-tives of the plasma magnetic flux compression scheme are discussed.
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     title = {Performance analysis of magnetic flux compression by plasma liner},
     journal = {Matemati\v{c}eskoe modelirovanie},
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V. A. Gasilov; S. V. D'yatchenko; A. S. Chuvatin; O. G. Olkhovskaya; A. S. Boldarev; E. L. Kartasheva; G. A. Bagdasarov. Performance analysis of magnetic flux compression by plasma liner. Matematičeskoe modelirovanie, Tome 21 (2009) no. 11, pp. 57-73. http://geodesic.mathdoc.fr/item/MM_2009_21_11_a5/

[1] Matzen M. K., Physics of Plasmas, 4:5 (1997), 1519–1527 | DOI

[2] Weinbrecht E. A., McDaniel D. H., Bloomquist D. D., “The Z refurbishment project (ZR) at Sandia National Laboratories”, 14th IEEE International Pulsed Power Conference, Digest of Technical Papers, PPC-2003, Vol. 1, 2003, 157–162

[3] Miller R., Vvedenie v fiziku silnotochnykh puchkov zaryazhennykh chastits, Mir, M., 1981

[4] Titov V. M., Shvetsov G. A., Megagauss fields and pulsed power systems, Nova Science Publishers, New York, 1990, xiv, 859 p.

[5] Pavlovskii A. I., 8th IEEE Int. Pulsed Power Conference (San Diego, CA, 1991, June 16–19)

[6] Turchi P. J., Alme M. L., Bird G. et al., IEEE Trans. Plasma Sci., 15:6 (1987), 747–759 | DOI

[7] Kovalchuk B. M., Kotov Yu. A., Mesyats G. A., ZhTF, 44:1 (1974), 215

[8] Sakharov A. D., Lyudaev R. Z., Smirnov E. N. et al., DAN SSSR, 165 (1965), 65

[9] Cauble R., Reisman D. B., Asay J. R. et al., Journal of Physics: Condensed Matter., 14:44 (2002), 10821 | DOI

[10] Chuvatin A., Rudakov L., Velikovich A., Bull. Am. Phys. Soc., 46:8 (2001), 316

[11] Gasilov V. A., Chuvatin A. S., Krukovskii A. Yu. i dr., “Kompleks programm “RAZRYaD”: modelirovanie uskoreniya plazmy v silnotochnykh impulsnykh sistemakh”, Matematicheskoe modelirovanie, 15:9 (2003), 107–124 | Zbl

[12] Matzen M. K., “Z-pinches as intence X-ray sources for inertial confinement fusion applications”, Fusion Eng. And Des., 44:1–4 (1999), 287 | DOI

[13] Braginskii S. I., “Yavleniya perenosa v plazme”, Voprosy teorii plazmy, Atomizdat, M., 1963, 183–272

[14] Dyachenko S. V., Modelirovanie MGD-protsessov v plotnoi elektrodinamicheski uskoryaemoi plazme, avtoreferat dissertatsii kand. fiz.-mat. nauk, IMM RAN, M., 2006

[15] Gasilov V., D'yachenko S., Olkhovskaya O., Boldarev A., Kartasheva E., Boldyrev S., “Object-Oriented Programming and Parallel Computing in Radiative Magnetohydrodynamics Simulations”, Parallel Computing: Architectures, Algorithms and Applications, Abstracts of the International Conference ParCo-2007 (Aachen, Germany), Publication Series of the John von Neymann Institute for Computing (NIC Series), 37, 2007, 110

[16] Nikiforov A. F., Novikov V. G., Uvarov V. B., Kvantovo-statisticheskie modeli vysokotemperaturnoi plazmy i metody rascheta rosselandovykh probegov i uravnenii sostoyaniya, Fizmatlit, M., 2000, 400 pp.

[17] Aleksandrov V. V., Branitskii A. V., Volkov G. S. i dr., Fizika plazmy, 27:2 (2001), 99–120