Fast Calculation Methods in Collective Dynamical Models of Beam/Plasma Physics
Antonina N. Fedorova, Michael G. Zeitlin
Abstract
We consider an application of modification of our variational-wavelet approach to some nonlinear collective model of beam/plasma physics: Vlasov/Boltzmann-like reduction from general BBGKY hierachy related to modeling of propagation of intense charged particle beams in high-intensity accelerators and transport systems. We use fast convergent multiscale variational-wavelet representations for solutions which allow to consider polynomial and rational type of nonlinearities. The solutions are represented via the multiscale decomposition in nonlinear high-localized eigenmodes (waveletons). In contrast with different approaches we do not use perturbation technique or linearization procedures.
Create a lesson
Related papers
Physics of stabilization and dynamic control of CW magnetrons for superconducting accelerators
G. Kazakevich, R. P. Johnson, I. Gonin et al.
AloHEP Software: A luminosity optimizer for High Energy Physics colliders
Burak Dagli, Yigitali Karaca
Development of a continuous-wave photocathode very-high-frequency electron gun for S3FEL
Lianmin Zheng, Yitong Duan, Yuanyuan Qin et al.
Limits on energy recovery for positron acceleration in a warm plasma column
Max Varverakis, Spencer Gessner, Severin Diederichs et al.
Construction of Approximate Invariants Across Nonlinear Resonances
Yongjun Li, Derong Xu, Yue Hao et al.
Effect of transition layer on wakefield in plasma waveguide
Peter Markov, Kostyantyn Galaydych, Gennadiy Sotnikov