Author :
Tang, Yan ; Hughes, Thomas P. ; Genoni, Thomas C. ; Ekdahl, Carl A. ; Schulze, Martin E.
Abstract :
The ion-hose instability sets limits on the allowable vacuum in the DARHT-2 linear induction accelerator (2 kA, 18.6 MeV, 2 mus). Lamda is a transport code which advances the beam centroid and envelope in a linear induction accelerator from the injector to the final focus region. The code computes the effect of magnet misalignment, beam breakup instability, image- displacement instability, and gap voltage fluctuation. To support the experiments, we have implemented the SM model of ion-hose instability into Lamda. Unlike the ordinary SM ion-hose code which assumes the uniform axial magnetic field, Lamda ion-hose calculation includes varying axial magnetic field, accelerating beam, gas pressure file, varying beam radius, and elliptical beam. This paper describes the Lamda ion-hose instability code, the benchmarks against a semi-analytical SM code, and the particle-in-cell code Lsp. A prediction of ion-hose instability for a 2.5 MeV-1.4 kA beam in the DARHT-2 is also presented.
Keywords :
accelerator magnets; beam handling techniques; ion accelerators; linear accelerators; particle beam diagnostics; particle beam dynamics; particle beam stability; DARHT-2 linear induction accelerator; Lamda ion-hose instability code; beam acceleration; beam breakup instability; beam centroid; beam injector; beam radius; current 2 kA; electron volt energy 18.6 MeV; elliptical beam; gap voltage fluctuation; gas pressure file; image-displacement instability; magnet misalignment; magnetic field; particle-in-cell code; spread mass model; time 2 mus; Acceleration; Equations; Hoses; Ion accelerators; Laboratories; Linear accelerators; Magnetic fields; Particle accelerators; Particle beams; Samarium;