Electrically biased plasma guns firing across the magnetic field are an effective way to heat a magnetically confined plasma. INTRODUCTION AND THEORY It is well established that intense plasma beams can propagate across a magnetic field and refuel a plasma in a closed magnetic trap (Robertson et al., 1981; Demidenko et al., 1971; Demidenko, Lomino, and Padalka, 1971; Leonard, Dexter, and Sprott, 1987). A high-pressure plasma can push effectively the magnetic field lines aside and penetrate between them into the confinement core region (Tuck, 1959). When a lower pressure plasma stream is projected across a magnetic field the charged particles first experience Lorentz forces: FB = qVx B (1) where q is the electronic or ionic charge, B is the magnetic field strength, and V is the velocity of the plasma stream. The Lorentz forces deflect the positive ions to one side of the (bounded) stream and the negative electrons toward the other (Fig. 1). This charge separation produces space-charge boundary layers with a polarization electric field E between them. The charged surface layers in turn generate additional (electrical) forces FE = qE (2) which act on the particles in the interior of the plasma stream and E x B drift the plasma across the magnetic field at the speed: ExB v (3) B2 When the stream has reached the core of the confinement region the polarization charges can be drained off in various ways and the plasma beam is trapped. Specifically, two counterinjected beams (entering a magnetoplasma This content downloaded from 207.46.13.124 on Wed, 22 Jun 2016 05:35:21 UTC All use subject to http://about.jstor.org/terms VOLUME 97, NUMBERS 3-4 137 Sboundary -+--1-E layers 0 B out of page Figure 1. Polarization drift of bounded plasma stream across magnetic field. column radially from either side) can neutralize one another's polarization charges on contact and halt and trap both streams (Norem, 1978). EXPERIMENTAL METHOD AND RESULTS The experiments were conducted in a low-pressure, hot cathode arc plasma (Jones, 1988) confined in a simple magnetic mirror field (Fig. 2). A variety of diagnostics are employed. The plasma density n and electron temperature T are measured by Langmuir probe. A typical Langmuir probe consists simply of a metallic electrode which can be inserted into and electrically biased with respect to the plasma. As the probe is biased more and more negatively the (predominantly) electron current which is collected can be
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