Coupling impedances are most often calculated for beam enclosures of circular cross section, and resulting formulae are used to interpret beam measurements, sometimes even in the case of flat chambers. This leads to misunderstanding and inaccurate evaluations. Rigorous analytic formulae exist for smooth, resistive chambers of elliptical or rectangular cross section, while computer programs allow one to evaluate more complicated, noncircular-symmetric geometries. At low frequencies the impedance of thin resistive walls departs from classical formulae. (14 refs)
Beginning with Maxwell’s equations and assuming only that the wall interaction can be approximated b...
We present an algorithm for calculating the impedance of infinitely long beam pipes with arbitrary c...
The beam coupling impedances of small obstacles protruding inside the vacuum chamber of an accelerat...
Coupling impedances are most often calculated for beam enclosures of circular cross-section,and resu...
Coupling impedances are most often calculated for beam enclosures of circular cross-section, and res...
Two dimensional electromagnetic models (i.e. assuming an infinite length) for the vacuum chamber ele...
The transverse resistive wall impedance is calculated for arbitrary multi-layer vacuum chambers with...
The resistive wall impedance is usually calculated assuming the skin depth being much smaller than t...
The transverse resistive wall impedance is calculated for arbitrary multi-layer vacuum chambers with...
The exact formalism from B. Zotter to compute beam coupling impedances has been fully developed only...
The resistive wall impedance of cylindrical vacuum chambers was first calculated over 40 years ago. ...
In high-energy proton accelerators and storage rings the bunch length is typically at least a few ti...
Effect of the wall resistivity is rigorously taken into account in the calculations of the impedance...
Presentation to IMP (institute of Modern Physics) in Lanzhou, China. The presentation explains the c...
In this paper the validity of coupling impedance bench measurements is theoretically demonstrated fo...
Beginning with Maxwell’s equations and assuming only that the wall interaction can be approximated b...
We present an algorithm for calculating the impedance of infinitely long beam pipes with arbitrary c...
The beam coupling impedances of small obstacles protruding inside the vacuum chamber of an accelerat...
Coupling impedances are most often calculated for beam enclosures of circular cross-section,and resu...
Coupling impedances are most often calculated for beam enclosures of circular cross-section, and res...
Two dimensional electromagnetic models (i.e. assuming an infinite length) for the vacuum chamber ele...
The transverse resistive wall impedance is calculated for arbitrary multi-layer vacuum chambers with...
The resistive wall impedance is usually calculated assuming the skin depth being much smaller than t...
The transverse resistive wall impedance is calculated for arbitrary multi-layer vacuum chambers with...
The exact formalism from B. Zotter to compute beam coupling impedances has been fully developed only...
The resistive wall impedance of cylindrical vacuum chambers was first calculated over 40 years ago. ...
In high-energy proton accelerators and storage rings the bunch length is typically at least a few ti...
Effect of the wall resistivity is rigorously taken into account in the calculations of the impedance...
Presentation to IMP (institute of Modern Physics) in Lanzhou, China. The presentation explains the c...
In this paper the validity of coupling impedance bench measurements is theoretically demonstrated fo...
Beginning with Maxwell’s equations and assuming only that the wall interaction can be approximated b...
We present an algorithm for calculating the impedance of infinitely long beam pipes with arbitrary c...
The beam coupling impedances of small obstacles protruding inside the vacuum chamber of an accelerat...