| Paper |
Title |
Page |
| MOPJE081 |
Longitudinal Stability in Multi-Harmonic Accelerating Cavities |
506 |
| |
- R.M. Jones, L.R. Carver
UMAN, Manchester, United Kingdom
- J.L. Hirshfield
Yale University, Physics Department, New Haven, CT, USA
- Y. Jiang
Yale University, Beam Physics Laboratory, New Haven, Connecticut, USA
|
|
| |
Accelerating cavities that excite multiple modes at integer harmonics of the fundamental frequency can potentially be used to limit the effects of rf breakdown and pulsed surface heating at high accelerating gradients. Understanding the longitudinal stability and the acceptance of such a cavity is important to their development and use. The general Hamiltonian for longitudinal stability in multi harmonic cavities is derived and the particle dynamics are explored.
|
|
| DOI • |
reference for this paper
※ https://doi.org/10.18429/JACoW-IPAC2015-MOPJE081
|
|
| Export • |
reference for this paper using
※ BibTeX,
※ LaTeX,
※ Text/Word,
※ RIS,
※ EndNote (xml)
|
|
| |
| WEPWA046 |
Time Domain Simulations of Detuned Accelerating Cavities for Two Beam Applications |
2605 |
| |
- R.M. Jones, L.R. Carver
UMAN, Manchester, United Kingdom
|
|
| |
A multi-harmonic accelerating cavity that has its fundamental and harmonic mode frequency detuned away from the bunch repetition frequency could provide the basis for a beam driven wakefield accelerator with high transformer ratios. The excitation of multiple harmonic eigenmodes will allow high gradients to be achieved without encouraging the onset of rf breakdown or pulsed surface heating. This accelerating cavity will be introduced, and time domain simulations verifying the theory will be shown.
|
|
| DOI • |
reference for this paper
※ https://doi.org/10.18429/JACoW-IPAC2015-WEPWA046
|
|
| Export • |
reference for this paper using
※ BibTeX,
※ LaTeX,
※ Text/Word,
※ RIS,
※ EndNote (xml)
|
|
| |