This paper presents an analytical investigation of the transverse electron-proton (e-p) two-stream instability in a proton bunch propagating through a stationary electron background. The equations of motion, including damping effects, are derived for the centroids of the proton beam and the electron cloud by considering Lorentzian and Gaussian frequency spreads for the particles. For a Lorentzian frequency distribution, we derive the asymptotic solution of the coupled linear centroid equations in the time domain and study the e-p instability in proton bunches with nonuniform line densities. Examples are given for both uniform and parabolic proton line densities
This thesis investigates the effects of short-range wake fields on the collective longitudinal motio...
A strong, fast, transverse instability has long been observed at the Los Alamos Proton Storage Ring ...
A strong, fast, transverse instability has long been observed at the Los Alamos Proton Storage Ring ...
This paper is an analytical investigation of the trans-verse electron-proton (e-p) two-stream instab...
This paper is an analytical investigation of the trans-verse electron-proton (e-p) two-stream instab...
In a recent theoretical study of the transverse electron-proton (e-p) instability, an asymptotic sol...
In a recent theoretical study of the transverse electron-proton (e-p) instability, an asymptotic sol...
Abstract In a recent theoretical study of the transverse electronproton (e-p) instability, an asympt...
We consider the e-p instability for long proton bunches in storage rings. We give a simplified treat...
The electron-proton instability of a long, intense, and partially neutralized proton bunch is studie...
We discuss an original approach for the treatment of the longitudinal stability of high-intensity pr...
The electron-proton instability of a long, intense, and partially neutralized proton bunch is studie...
The electron-proton instability of a long, intense, and partially neutralized proton bunch is studie...
Two-stream instabilities in intense charged particle beams, described self-consistently by the nonli...
We show that, due to inaccurate calculations with a Volterra integral equation, the results obtained...
This thesis investigates the effects of short-range wake fields on the collective longitudinal motio...
A strong, fast, transverse instability has long been observed at the Los Alamos Proton Storage Ring ...
A strong, fast, transverse instability has long been observed at the Los Alamos Proton Storage Ring ...
This paper is an analytical investigation of the trans-verse electron-proton (e-p) two-stream instab...
This paper is an analytical investigation of the trans-verse electron-proton (e-p) two-stream instab...
In a recent theoretical study of the transverse electron-proton (e-p) instability, an asymptotic sol...
In a recent theoretical study of the transverse electron-proton (e-p) instability, an asymptotic sol...
Abstract In a recent theoretical study of the transverse electronproton (e-p) instability, an asympt...
We consider the e-p instability for long proton bunches in storage rings. We give a simplified treat...
The electron-proton instability of a long, intense, and partially neutralized proton bunch is studie...
We discuss an original approach for the treatment of the longitudinal stability of high-intensity pr...
The electron-proton instability of a long, intense, and partially neutralized proton bunch is studie...
The electron-proton instability of a long, intense, and partially neutralized proton bunch is studie...
Two-stream instabilities in intense charged particle beams, described self-consistently by the nonli...
We show that, due to inaccurate calculations with a Volterra integral equation, the results obtained...
This thesis investigates the effects of short-range wake fields on the collective longitudinal motio...
A strong, fast, transverse instability has long been observed at the Los Alamos Proton Storage Ring ...
A strong, fast, transverse instability has long been observed at the Los Alamos Proton Storage Ring ...