15 August 2001 Bunched annular beam equilibrium and confinement
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Proceedings Volume 4371, Intense Microwave Pulses VIII; (2001); doi: 10.1117/12.436935
Event: Aerospace/Defense Sensing, Simulation, and Controls, 2001, Orlando, FL, United States
Abstract
The azimuthally invariant fluid equilibrium is obtained for a periodic strongly bunched charged annular beam with arbitrary radial density profile inside of a perfectly conducting cylinder and an external constant magnetic field. The electric and magnetic fields, which are utilized in the equilibrium solution, are computed self-consistently using an electrostatic Green's function technique in the longitudinal rest frame of the beam. An upper bound on the maximum self-field parameter, which allows beam equilibrium is obtained. As an application of the model, we find annular beam equilibrium for the Relativistic Klystron Oscillator experiment at Phillips Laboratory and the Backward Wave Oscillator experiment at the University of New Mexico. In addition, we compare the self-field parameters of these with the maximum theoretical values.
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Mark Hess, Chiping Chen, "Bunched annular beam equilibrium and confinement", Proc. SPIE 4371, Intense Microwave Pulses VIII, (15 August 2001); doi: 10.1117/12.436935; https://doi.org/10.1117/12.436935
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KEYWORDS
Magnetism

Oscillators

Electron beams

Bessel functions

Microwave radiation

Microfluidics

Plasma

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