In accelerator projects involving the use of very short bunches, such as the Linac Coherent Light Source (LCLS)-where the rms bunch length in the undulator section is 30 micron-, it appears that even submicron imperfections in the beam tube surface can generate an impedance that is unacceptably large. We consider two periodic models of an imperfect, rough surface, one with small rectangular corrugations, the other with smooth sinusoidal oscillations. We compare the impedance of these two models
The resistive-wall impedance of cylindrical vacuum chambers was first calculated more than forty yea...
A reliable impedance model of a particle accelerator can be built by combining the beam coupling imp...
As a stationary solution of the Vlasov-Fokker-Planck equation, the Haissinski equation predicts the ...
We consider the impedance of a structure with rectangular, periodic corrugations on two opposing sid...
USING AN ALGORITHM FOR THE CALCULATION OF ELECTRO-MAGNETIC FIELDS OF OSCILLATING CIRCULAR CYLINDRICA...
Based on the parabolic equation approach to Maxwell's equations we have derived scaling properties o...
The resonator impedance model of surface roughness in a cylindrical beam tube, derived in Ref. 1, is...
In a companion report, we have derived a method for finding the impedance at high frequencies of vac...
We calculate the transverse resistive wall impedance of the LHC beam screen, consisting of a tube of...
For accelerator designs with ultra short electron beams, beam dynamics study has to invoke the short...
The beam impedance of monopole modes in a pipe with periodic, smooth and shallow corrugation has bee...
It is planned to install an impedance manipulation struc-ture in a versatile chamber at the KIT stor...
We study the loss of Landau damping for the longitudinal plane via the "Sacherer formalism". Stabili...
The resistive wall impedance of an elliptical vacuum chamber in the classical regime with infinite t...
In this paper we develop a new method of parabolic equation (PE) for calculation of both high-freque...
The resistive-wall impedance of cylindrical vacuum chambers was first calculated more than forty yea...
A reliable impedance model of a particle accelerator can be built by combining the beam coupling imp...
As a stationary solution of the Vlasov-Fokker-Planck equation, the Haissinski equation predicts the ...
We consider the impedance of a structure with rectangular, periodic corrugations on two opposing sid...
USING AN ALGORITHM FOR THE CALCULATION OF ELECTRO-MAGNETIC FIELDS OF OSCILLATING CIRCULAR CYLINDRICA...
Based on the parabolic equation approach to Maxwell's equations we have derived scaling properties o...
The resonator impedance model of surface roughness in a cylindrical beam tube, derived in Ref. 1, is...
In a companion report, we have derived a method for finding the impedance at high frequencies of vac...
We calculate the transverse resistive wall impedance of the LHC beam screen, consisting of a tube of...
For accelerator designs with ultra short electron beams, beam dynamics study has to invoke the short...
The beam impedance of monopole modes in a pipe with periodic, smooth and shallow corrugation has bee...
It is planned to install an impedance manipulation struc-ture in a versatile chamber at the KIT stor...
We study the loss of Landau damping for the longitudinal plane via the "Sacherer formalism". Stabili...
The resistive wall impedance of an elliptical vacuum chamber in the classical regime with infinite t...
In this paper we develop a new method of parabolic equation (PE) for calculation of both high-freque...
The resistive-wall impedance of cylindrical vacuum chambers was first calculated more than forty yea...
A reliable impedance model of a particle accelerator can be built by combining the beam coupling imp...
As a stationary solution of the Vlasov-Fokker-Planck equation, the Haissinski equation predicts the ...