Oscillations Present in Plasma-Electron Heating by an Electron Beam
I. Alexeff, G. E. Guest, Don Montgomery, R. V. Neidigh, David J. Rose
Abstract
I. Alexeff, G. E. Guest, Don Montgomery, R. V. Neidigh, David J. Rose
Abstract
Oscillations of electrostatic fields present when electrons are strongly heated by electron-beam plasma interaction reveal large-amplitude oscillations with $\frac{\ensuremath{\omega}}{{k}_{\ensuremath{\parallel}}}\ensuremath{\lesssim}{v}_{b}$, the electron-beam speed; $\ensuremath{\omega}\ensuremath{\approx}\frac{{\ensuremath{\omega}}_{\mathrm{ce}}}{10}$, where ${\ensuremath{\omega}}_{\mathrm{ce}}$ is the electron gyrofrequency; coherence lengths of roughly a few wavelengths (<< plasma length); and maximum electrostatic potential in the wave approaching the applied beam voltage. A gross compatibility is found between the observed frequencies and wavelengths and the predictions of a linear theory.
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Oscillations of electrostatic fields present when electrons are strongly heated by electron-beam plasma interaction reveal large-amplitude oscillations with $\frac{\ensuremath{\omega}}{{k}_{\ensuremath{\parallel}}}\ensuremath{\lesssim}{v}_{b}$, the electron-beam speed; $\ensuremath{\omega}\ensuremath{\approx}\frac{{\ensuremath{\omega}}_{\mathrm{ce}}}{10}$, where ${\ensuremath{\omega}}_{\mathrm{ce}}$ is the electron gyrofrequency; coherence lengths of roughly a few wavelengths (<< plasma length); and maximum electrostatic potential in the wave approaching the applied beam voltage. A gross compatibility is found between the observed frequencies and wavelengths and the predictions of a linear theory.
Key concepts: Physics, Omega, Electron, Atomic physics, Plasma, Plasma oscillation, Cathode ray, Wavelength