In linear devices the effective phase space volume occupied by a beam can grow rapidly if the beam inten-sity is sufficiently close to the space charge limit and if a source of instability is available, like a periodic variation of the focusing force and/or con-siderable anisotropy between different phase planes. Results from analytic work and computer simulation are compared and shown to support each other. Regimes are defined in terms of tunes and tune depressions, where no emittance growth should occur; special emphasis is given to the coupling instability in case of consider-ably different energy content in two phase planes. The amount of transfer is found to depend critically on the strength of tune depression. The nonlinearity re-quir...
Most discussions about emittance growth and halo production for an intense electron beam in a period...
The need to extract the maximum beam intensity with low transversal emittance often comes with the d...
Emittance growth in intense beams due to nonuniformity, mismatch, and misalignment has been analyzed...
Analytical formulae and computer simulation results are presented for the emittance growth caused by...
Beams injected into a linear focusing channel typically have some degree of space-charge nonuniformi...
The author analyzes the emittance growth mechanisms for a continuous, intense electron beam in a foc...
The transverse dynamics of space-charge dominated beams are investigated both analyitically and comp...
Incoherent emittance growth caused by a strong nonlinear interaction between beam and electron cloud...
An equation is presented for continuous beams with azimuthal symmetry and continuous linear focus-in...
In this paper we present a 3D simulation study of the emittance growth in a mismatched anisotropic ...
The beam-beam limit at hadron colliders manifests itself in the form of degraded luminosity lifetime...
In this paper we present a 3D simulation study of the emittance growth in a mismatched anisotropic b...
A procedure to obtain a ratio of beam radii at final and initial states in arbitrary particle distri...
Rms emittance growth in the transverse plane due to the transverse combining of four identical ellip...
The bunch intensity limit for two counter-rotating beams in LEP is smaller than for one beam. Experi...
Most discussions about emittance growth and halo production for an intense electron beam in a period...
The need to extract the maximum beam intensity with low transversal emittance often comes with the d...
Emittance growth in intense beams due to nonuniformity, mismatch, and misalignment has been analyzed...
Analytical formulae and computer simulation results are presented for the emittance growth caused by...
Beams injected into a linear focusing channel typically have some degree of space-charge nonuniformi...
The author analyzes the emittance growth mechanisms for a continuous, intense electron beam in a foc...
The transverse dynamics of space-charge dominated beams are investigated both analyitically and comp...
Incoherent emittance growth caused by a strong nonlinear interaction between beam and electron cloud...
An equation is presented for continuous beams with azimuthal symmetry and continuous linear focus-in...
In this paper we present a 3D simulation study of the emittance growth in a mismatched anisotropic ...
The beam-beam limit at hadron colliders manifests itself in the form of degraded luminosity lifetime...
In this paper we present a 3D simulation study of the emittance growth in a mismatched anisotropic b...
A procedure to obtain a ratio of beam radii at final and initial states in arbitrary particle distri...
Rms emittance growth in the transverse plane due to the transverse combining of four identical ellip...
The bunch intensity limit for two counter-rotating beams in LEP is smaller than for one beam. Experi...
Most discussions about emittance growth and halo production for an intense electron beam in a period...
The need to extract the maximum beam intensity with low transversal emittance often comes with the d...
Emittance growth in intense beams due to nonuniformity, mismatch, and misalignment has been analyzed...