The modified analytical form for the longitud inal and transverse resistive wake potentials of point- like charge moving parallel to the axis of round pipe with frequency independent walls conductivity is obtained. The short range wake potentials are presented by uniformly converged series. For the frequency dependent conductivity, the resonator term of the longitudinal monopole wake potential is presented in analytical form. The diffusion term of the potential is modified to simple integral form. E-mail: ivanian@asls.candle.am 1
In this paper we describe a new numerical code to calculate wake fields of resistive wall geometries...
In this paper, closed-form expressions for the mobility of the circumferential modes in an infinite ...
The usual approach for the resistive pipe wall assumes the beam moves with the speed of light. For m...
The modified analytical form for the longitudinal and transverse resistive wake potentials of point-...
An analytical form for the longitudinal and transverse resistive wake potentials of point-like charg...
An analytical form for the longitudinal and transverse resistive wake potentials of point-like charg...
The beam impedance of monopole modes in a pipe with periodic, smooth and shallow corrugation has bee...
AbsttYKt tubes vanishes. One can therefore treat more general struc-We describe a generalized method...
Within the ultrarelativistic limit, analytical expressions are found for the high-frequency resistiv...
Within the ultrarelativistic limit, analytical expressions are found for the high-frequency resistiv...
An analytical formula for the wake potential of a closed spherical resonator with perfectly conducti...
Expressions are presented for the electric and magnetic fields due to a pulse of charge, which may b...
We calculate the impedance and the wake functions for laminated structures with parallel-planes and ...
This note provides general and approximate formulas for the electromagnetic fields created by a pass...
We investigate the enhancement of the resistive wall impedance of a round, metallic beam pipe with l...
In this paper we describe a new numerical code to calculate wake fields of resistive wall geometries...
In this paper, closed-form expressions for the mobility of the circumferential modes in an infinite ...
The usual approach for the resistive pipe wall assumes the beam moves with the speed of light. For m...
The modified analytical form for the longitudinal and transverse resistive wake potentials of point-...
An analytical form for the longitudinal and transverse resistive wake potentials of point-like charg...
An analytical form for the longitudinal and transverse resistive wake potentials of point-like charg...
The beam impedance of monopole modes in a pipe with periodic, smooth and shallow corrugation has bee...
AbsttYKt tubes vanishes. One can therefore treat more general struc-We describe a generalized method...
Within the ultrarelativistic limit, analytical expressions are found for the high-frequency resistiv...
Within the ultrarelativistic limit, analytical expressions are found for the high-frequency resistiv...
An analytical formula for the wake potential of a closed spherical resonator with perfectly conducti...
Expressions are presented for the electric and magnetic fields due to a pulse of charge, which may b...
We calculate the impedance and the wake functions for laminated structures with parallel-planes and ...
This note provides general and approximate formulas for the electromagnetic fields created by a pass...
We investigate the enhancement of the resistive wall impedance of a round, metallic beam pipe with l...
In this paper we describe a new numerical code to calculate wake fields of resistive wall geometries...
In this paper, closed-form expressions for the mobility of the circumferential modes in an infinite ...
The usual approach for the resistive pipe wall assumes the beam moves with the speed of light. For m...