The Physics of Fluids · 1963 · 252 citations · 9 references
EngineeringGlow DischargeFluid MechanicsExperimental Penning DischargesPlasma ScienceMagnetized PlasmaPlasma PhysicsPlasma InstabilitiesPlasma TheoryPlasma SimulationPlasma ConfinementThird FluidPlasma DiagnosticsPhysicsPenning-type DischargesApplied Plasma PhysicPlasma InstabilityPlasma StabilityCritical Magnetic FieldNon-axisymmetric Plasma ConfigurationsApplied PhysicsGas Discharge Plasma
The instability arises from the interaction of neutrals with the electron‑ion plasma. Dimensional analysis and a steady‑state model of experimental Penning discharges are used to analyze the instability. A weakly ionized Penning discharge at higher pressures is unstable to a macroscopic m = 1 perturbation, and the critical magnetic field predicted by the model matches observations; the same mechanism also applies to the initial phase of some homopolar rotating plasmas.
It is shown that a weakly ionized plasma column in an axial magnetic field and an inward-directed radial electric field—a Penning discharge at higher pressures—is unstable against a macroscopic m = 1 perturbation. The instability is analyzed by dimensional analysis. The applicability of this method is discussed. A steady-state model of some experimental Penning discharges is developed. On the basis of this model, the critical magnetic field for the onset of instability as predicted by the theory agrees well with the values observed. The instability discussed here is caused by the presence of a third fluid, the neutrals, in an electron-ion plasma. The same mechanism is also applicable to the initial phase of some rotating plasmas of the homopolar type.
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<i>Basic Data of Plasma Physics</i>
Sanborn C. Brown, Steve Singer · Physics Today · 1961 · 1.1K citations
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