Standard

Mathematical model of beam dynamics optimization in traveling wave. / Ovsyannikov, A.D.; Shirokolobov, A.Y.

Mathematical model of beam dynamics optimization in traveling wave. 2012. p. 355-357.

Research output: Chapter in Book/Report/Conference proceedingConference contributionResearch

Harvard

APA

Vancouver

Ovsyannikov AD, Shirokolobov AY. Mathematical model of beam dynamics optimization in traveling wave. In Mathematical model of beam dynamics optimization in traveling wave. 2012. p. 355-357

Author

Ovsyannikov, A.D. ; Shirokolobov, A.Y. / Mathematical model of beam dynamics optimization in traveling wave. Mathematical model of beam dynamics optimization in traveling wave. 2012. pp. 355-357

BibTeX

@inproceedings{1e252cb4a7be4254a77ffb00770ffcc9,
title = "Mathematical model of beam dynamics optimization in traveling wave",
abstract = "In works by B.I. Bondarev, A.P. Durkin, A.D. Ovsyannikov mathematical model of optimization of charged particles dynamics in RFQ accelerators was proposed. In this paper a new mathematical model of optimization of particle dynamics in traveling wave is considered. Joint optimization model of program and disturbed motions is investigated.",
keywords = "optimization, control, mathematical model",
author = "A.D. Ovsyannikov and A.Y. Shirokolobov",
year = "2012",
language = "не определен",
isbn = "978-3-95450-125-0",
pages = "355--357",
booktitle = "Mathematical model of beam dynamics optimization in traveling wave",

}

RIS

TY - GEN

T1 - Mathematical model of beam dynamics optimization in traveling wave

AU - Ovsyannikov, A.D.

AU - Shirokolobov, A.Y.

PY - 2012

Y1 - 2012

N2 - In works by B.I. Bondarev, A.P. Durkin, A.D. Ovsyannikov mathematical model of optimization of charged particles dynamics in RFQ accelerators was proposed. In this paper a new mathematical model of optimization of particle dynamics in traveling wave is considered. Joint optimization model of program and disturbed motions is investigated.

AB - In works by B.I. Bondarev, A.P. Durkin, A.D. Ovsyannikov mathematical model of optimization of charged particles dynamics in RFQ accelerators was proposed. In this paper a new mathematical model of optimization of particle dynamics in traveling wave is considered. Joint optimization model of program and disturbed motions is investigated.

KW - optimization

KW - control

KW - mathematical model

M3 - статья в сборнике материалов конференции

SN - 978-3-95450-125-0

SP - 355

EP - 357

BT - Mathematical model of beam dynamics optimization in traveling wave

ER -

ID: 4575731