Journal of Applied Physics · 1974 · 18 citations · 4 references
Natural SciencesElectrical EngineeringPhysicsPlasma PhysicsSemiconductor DevicesSurface ScienceHighly Charged IonsPressure ContainmentCurrent Density ProfilesElectrostatic ModelingPoisson - Boltzmann TheoryPoisson-boltzmann EquationPoisson-boltzmann TheoryPotential DistributionPotential Well DesignSpherical Symmetry
A theoretical model is developed to describe the behavior of an ion-injection electrostatic confinement device. It is assumed that there is a shallow potential well in the center. Distribution functions, which are consistent with atomic processes occurring and with mechanisms leading to particle angular momentum, are obtained for ions and electrons. Using these distribution functions, Poisson's equation is solved to obtain potential and density profiles. By varying the experimental parameters, the conditions needed to go from a shallow potential well to a deep potential well are studied. The most important problems are found to be nonspherical focusing through grid construction asymmetry, and neutralization by electrons. Deeper wells are produced by increasing ion perveance, improving spherical symmetry, and reducing pressure.
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On the Inertial-Electrostatic Confinement of a Plasma
W. C. Elmore, James L. Tuck, Kenneth Watson · The Physics of Fluids · 1959 · 154 citations
Electrostatic-Inertial Plasma Confinement
Thomas J. Dolan, J. T. Verdeyen, D.J. Meeker et al. · Journal of Applied Physics · 1972 · 53 citations