Add to ORKGThe use of distribution functions to model transverse beam dynamics is discussed. Emphasis is placed on envelope equations, moments, the Vlasov equation, and the Kapchinski-Vladimirskij distribution. 10 refs
We review a few problems issued from the modeling of the transport of charged particles, subject to ...
Abstract Recently, Balbekov and Burov have produced an ordinary integro-differential equation that a...
Analytical solutions are derived for transient and steady state gradient distributions in the travel...
Many applications of particle acceleration, such as heavy ion fusion, require longitudinal bunching ...
In an uncoupled lattice, the Kapchinskij-Vladimirskij (KV) distribution function first analyzed in 1...
Using the Hamiltonian structure of the Vlasov equation, we develop a general, relativistic, three-di...
A class of generalized Kapchinskij-Vladimirskij solutions of the nonlinear Vlasov-Maxwell equations ...
The Courant-Snyder (CS) theory and the Kapchinskij-Vladimirskij (KV) distribution for high-intensity...
Evolution of the transverse distribution of an intense charged-particle beam crossing a periodic foc...
This work is a three-dimensional stability study based on the modal analysis for a continuous beam o...
This work is a three-dimensional stability study based on the modal analysis for a continuous beam w...
The nonstationary model is considered allowed to describe the sheet electron beam dynamics with nonu...
In an uncoupled lattice, the Kapchinskij-Vladimirskij (KV) distribution function first analyzed in 1...
The currents induced by arbitrarily strong dc electric fields in plasma and the evolution of electro...
Time variation of space-charge forces in a beam-transport channel will lead to a time-averaged emit-...
We review a few problems issued from the modeling of the transport of charged particles, subject to ...
Abstract Recently, Balbekov and Burov have produced an ordinary integro-differential equation that a...
Analytical solutions are derived for transient and steady state gradient distributions in the travel...
Many applications of particle acceleration, such as heavy ion fusion, require longitudinal bunching ...
In an uncoupled lattice, the Kapchinskij-Vladimirskij (KV) distribution function first analyzed in 1...
Using the Hamiltonian structure of the Vlasov equation, we develop a general, relativistic, three-di...
A class of generalized Kapchinskij-Vladimirskij solutions of the nonlinear Vlasov-Maxwell equations ...
The Courant-Snyder (CS) theory and the Kapchinskij-Vladimirskij (KV) distribution for high-intensity...
Evolution of the transverse distribution of an intense charged-particle beam crossing a periodic foc...
This work is a three-dimensional stability study based on the modal analysis for a continuous beam o...
This work is a three-dimensional stability study based on the modal analysis for a continuous beam w...
The nonstationary model is considered allowed to describe the sheet electron beam dynamics with nonu...
In an uncoupled lattice, the Kapchinskij-Vladimirskij (KV) distribution function first analyzed in 1...
The currents induced by arbitrarily strong dc electric fields in plasma and the evolution of electro...
Time variation of space-charge forces in a beam-transport channel will lead to a time-averaged emit-...
We review a few problems issued from the modeling of the transport of charged particles, subject to ...
Abstract Recently, Balbekov and Burov have produced an ordinary integro-differential equation that a...
Analytical solutions are derived for transient and steady state gradient distributions in the travel...