The stability of longitudinal dipole oscillations in Gaussian bunches is studied for different rf wave forms and with nonlinear space charge. In a previous study [O. Boine-Frankenheim and T. Shukla, Phys. Rev. ST Accel. Beams 8, 034201 (2005)PRABFM1098-440210.1103/PhysRevSTAB.8.034201], the space charge induced loss of Landau damping and the bunch response to rf phase modulations was analyzed for elliptic distributions. The present study investigates Landau damping of dipole modes with nonlinear space charge in Gaussian bunches. The stability boundary resulting from a dispersion relation is compared with stability scans performed within a self-consistent simulation scheme. The results are compared with numerically obtained beam transfer fun...
Low energy hadron synchrotrons face significant limitations in the number of particles per bunch bec...
The joint effect of space-charge nonlinearities and octupole lenses is discussed for the case of a q...
A large number of collective instability mechanisms act on high-intensity beams. It is necessary ...
The interplay of nonlinear rf fields and space charge is studied using a particle simulation code to...
The influence of the nonlinear space-charge force, which causes an amplitude-dependent tune shift, o...
Transverse instability of a bunched beam is investigated with synchrotron oscillations, space charge...
Solving the dispersion relation for different distribution functions yields different stability boun...
Stability of coherent betatron oscillations of an intense coasting beam in a synchrotron is studied....
The evolution of the coherent synchrotron frequency for the dipole mode with respect to the incohere...
Transverse coherent oscillations of a bunched beam in a ring accelerator are considered with space c...
The evolution of the coherent synchrotron frequency for the dipole mode with respect to the incohere...
Landau damping of head-tail modes in bunches due to spreads in the tune shift can be a deciding fact...
Head-tail modes are described here for the space charge tune shift significantly exceeding the synch...
Understanding the 3D collective long-term response of beams exposed to resonances is of theoretical ...
Transverse dipole modes in bunches with space charge are simulated using the synergia accelerator mo...
Low energy hadron synchrotrons face significant limitations in the number of particles per bunch bec...
The joint effect of space-charge nonlinearities and octupole lenses is discussed for the case of a q...
A large number of collective instability mechanisms act on high-intensity beams. It is necessary ...
The interplay of nonlinear rf fields and space charge is studied using a particle simulation code to...
The influence of the nonlinear space-charge force, which causes an amplitude-dependent tune shift, o...
Transverse instability of a bunched beam is investigated with synchrotron oscillations, space charge...
Solving the dispersion relation for different distribution functions yields different stability boun...
Stability of coherent betatron oscillations of an intense coasting beam in a synchrotron is studied....
The evolution of the coherent synchrotron frequency for the dipole mode with respect to the incohere...
Transverse coherent oscillations of a bunched beam in a ring accelerator are considered with space c...
The evolution of the coherent synchrotron frequency for the dipole mode with respect to the incohere...
Landau damping of head-tail modes in bunches due to spreads in the tune shift can be a deciding fact...
Head-tail modes are described here for the space charge tune shift significantly exceeding the synch...
Understanding the 3D collective long-term response of beams exposed to resonances is of theoretical ...
Transverse dipole modes in bunches with space charge are simulated using the synergia accelerator mo...
Low energy hadron synchrotrons face significant limitations in the number of particles per bunch bec...
The joint effect of space-charge nonlinearities and octupole lenses is discussed for the case of a q...
A large number of collective instability mechanisms act on high-intensity beams. It is necessary ...