A very fast damping of beam envelope oscillation amplitudes was recently observed in simulations of high intensity beam transport, through periodic FODO cells, in mismatched conditions [V. Variale, Nuovo Cimento Soc. Ital. Fis. 112A, 1571–1582 (1999) and T. Clauser et al., in Proceedings of the Particle Accelerator Conference, New York, 1999 (IEEE, Piscataway, NJ, 1999), p. 1779]. A Landau damping mechanism was proposed at the origin of observed effect. In this paper, to further investigate the source of this fast damping, extensive simulations have been carried out. The results presented here support the interpretation of the mechanism at the origin of the fast damping as a Landau damping effect
For the nominal LHC parameters the coherent beam-beam pi-mode is outside the incoherent continuum an...
Coherent transverse dipole oscillations in colliding head-on non-rigid bunches are studied using the...
A modulational instability analysis is carried out for a new kind of integro-differential nonlinear ...
Recently, a very fast damping of beam envelope oscillation amplitudes has been observed in simulatio...
Abstract Landau damping is the suppression of an instability by a spread of frequencies in the beam....
The mechanism of Landau damping is observed in various systems from plasma oscillations to accelerat...
Landau damping, as the term is used in accelerator science, is a physical process in which an ensemb...
Noise can have severe impacts on particle beams in high-energy synchrotrons. In particular, it has r...
MasterI present the effect of finite amplitude, which was ignored in Landau’s linearized theory and ...
Landau damping of coherent modes is strongly dependent on the exact shape of the particle bunches. O...
The terminologies, decoherence and Landau damping, are often used concerning the damping of a collec...
The influence of linear coupling between the transverse planes on Landau damping of coherent instabi...
Very-high energy gamma-rays from extragalactic sources pair-produce off of the extragalactic backgro...
Transverse collective instabilities induced by the beam-coupling impedance of the accelerator struct...
One of the main problems in the beam dynamics in DAΦNE are the multibunch instabilities caused by th...
For the nominal LHC parameters the coherent beam-beam pi-mode is outside the incoherent continuum an...
Coherent transverse dipole oscillations in colliding head-on non-rigid bunches are studied using the...
A modulational instability analysis is carried out for a new kind of integro-differential nonlinear ...
Recently, a very fast damping of beam envelope oscillation amplitudes has been observed in simulatio...
Abstract Landau damping is the suppression of an instability by a spread of frequencies in the beam....
The mechanism of Landau damping is observed in various systems from plasma oscillations to accelerat...
Landau damping, as the term is used in accelerator science, is a physical process in which an ensemb...
Noise can have severe impacts on particle beams in high-energy synchrotrons. In particular, it has r...
MasterI present the effect of finite amplitude, which was ignored in Landau’s linearized theory and ...
Landau damping of coherent modes is strongly dependent on the exact shape of the particle bunches. O...
The terminologies, decoherence and Landau damping, are often used concerning the damping of a collec...
The influence of linear coupling between the transverse planes on Landau damping of coherent instabi...
Very-high energy gamma-rays from extragalactic sources pair-produce off of the extragalactic backgro...
Transverse collective instabilities induced by the beam-coupling impedance of the accelerator struct...
One of the main problems in the beam dynamics in DAΦNE are the multibunch instabilities caused by th...
For the nominal LHC parameters the coherent beam-beam pi-mode is outside the incoherent continuum an...
Coherent transverse dipole oscillations in colliding head-on non-rigid bunches are studied using the...
A modulational instability analysis is carried out for a new kind of integro-differential nonlinear ...