Abstract
Multipolar magnetic fields, currently used for the confinement and the production of low pressure plasmas, are particularly suitable for the scaling-up of plasma sources. In such magnetic field configuration, the fast electrons, responsible for plasma excitation, oscillate within two field lines between two adjacent, opposite magnetic poles. They also undergo a drift motion perpandicular to the magnetic field, hence the interest of closing the magnetic structures onto themselves according to magnetron-like configurations. The fast electrons can be produced: i) by electron emission from negatively biased filaments; ii) by applying r.f. or negative d.c. voltages on the magnetron structure; iii) at ECR by applying microwaves in the magnetic field region. Then, the ions and the slow electrons produced along the itinerary of the fast electrons diffuse perpandicularly to the magnetic field lines under the influence of the density gradients.
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References
Leung, K.N., Samec, T.K. and Lamm, A. (1975) Optimization of permanent magnet plasma confinement, Phys. Lett. 51 A, 490–492.
Koch, C. and Matthieussent, G. (1983) Collisions] diffusion of a plasma in multipolar and picket fence devices, Phys. Fluids 26, 545–555.
Matthieussent, G. and Pelletier, J. (1992) Ambipolar diffusion model of multipolar plasmas, in Moisan M., and Pelletier J. (eds.), Microwave Excited Plasmas, Elsevier, Amsterdam, 303–350.
Gauthereau, C. and Matthieussent, G., (1984) Etudes des trajectoires des électrons primaires dans une décharge multipolaire, J Physique 45, 1113–1123.
Pelletier, J. and Matthieussent, G. (1992) Homogeneity in multipolar discharges: the röle of primary electrons, in Moisan M., and Pelletier J. (eds.), Microwave Excited Plasmas, Elsevier, Amsterdam, 351384.
Limpaecker, R. and MacKenzie, K.R. (1973) Magnetic Multipole containment of large uniform collisionless quiescent plasmas, Rev. Sc,. Instrum. 44, 726–731.
7 Courteille, C., Bruneteau, J., Valckx, F., Zleziwski, Z., and Bacal, M. (1993) Primary electron drift in a volume hybrid multicusp H. ion source, Rev. Sei. Instrum. 64 3265–3269.
Pichot, M., Durandet, A., Pelletier, J., Amal, Y. and Vallier, L. (1988) Microwave multipolar plasmas excited by distributed electron cyclotron resonance concept and performance, Rev. Sci. Instrum. 59, 1072–1075.
Lagarde, T. (1994) Doctorat Thesis, Université Paris X I, Orsay, France, November
Lagarde, T., Pelletier, J., and Amal, Y. (1997) Influence of the multipolar magnetic field configuration on the density of distributed electron cyclotron resonance plasmas, Plasma Sources Sci. Technol. 6, 53–60.
Lagarde, T., Amal, Y. and Pelletier, J. (1997) Influence of the applied field frequency on the characteristics of Ar and SF6 diffusion plasmas sustained at electron cyclotron resonance above multipolar magnetic field structures, Plasma Sources Sci. Technol. 6, 386–393.
Allis, W.P., Buchsbaum S.J., and Bers, A. (1963) Waves in Anisotropic Plasmas, MA: MIT, Cambridge.
Margot, J. Johnston, T.W., and Musil, J. (1992) Principles of magnetically assisted microwave discharges, in Moisan M., and Pelletier J. (eds) Microwave Excited Plasmas, Elsevier, Amsterdam, pp. 181–212.
Zakrzewski, Z., and Moisan, M. (1995) Plasma sources using long linear microwave field applicators: main features, classification and modelling, Plasma Sources Sci. Technol. 4, 379–397.
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© 1999 Springer Science+Business Media Dordrecht
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Pelletier, J., Lagarde, T., Arnal, Y. (1999). Plasma Production above Multipolar Magnetic Field Structures: From D.C. Magnetrons to Distributed ECR. In: Schlüter, H., Shivarova, A. (eds) Advanced Technologies Based on Wave and Beam Generated Plasmas. NATO ASI Series, vol 67. Springer, Dordrecht. https://doi.org/10.1007/978-94-017-0633-9_4
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DOI: https://doi.org/10.1007/978-94-017-0633-9_4
Publisher Name: Springer, Dordrecht
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