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Harvard
Ivanov, A, Andrianov, S, Kulabukhova, N, Maier, R, Senichev, Y & Zyuzin, D 2013,
Testing of Symplectic Integrator of Spin-orbit motion based on matrix formalism. in
Proceedings of IPAC 2013. pp. 2582-2584. <
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APA
Ivanov, A., Andrianov, S., Kulabukhova, N., Maier, R., Senichev, Y., & Zyuzin, D. (2013).
Testing of Symplectic Integrator of Spin-orbit motion based on matrix formalism. In
Proceedings of IPAC 2013 (pp. 2582-2584)
http://www.scopus.com/record/display.url?eid=2-s2.0-84890758825&origin=resultslist&sort=plf-f&src=s&st1=Testing+of+Symplectic+Integrator+of+Spin-orbit+motion+based+on+matrix+formalism&st2=&sid=CF61C5B7DD4B2BC03042640D56898D38.aXczxbyuHHiXgaIW6Ho7g%3a470&sot=b&sdt=b&sl=94&s=TITLE-ABS-KEY%28Testing+of+Symplectic+Integrator+of+Spin-orbit+motion+based+on+matrix+formalism%29&relpos=0&relpos=0&citeCnt=0&searchTerm=TITLE-ABS-KEY%28Testing+of+Symplectic+Integrator+of+Spin-orbit+motion+based+on+matrix+formalism%29
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BibTeX
@inproceedings{d83937acb1fa4c7583ea8e2318ce4e8d,
title = "Testing of Symplectic Integrator of Spin-orbit motion based on matrix formalism",
abstract = "Investigation of spin-orbit motion in electromagnetic fields requires different numerical methods. Approaches for long-term evolution modelling need both performance and symplecticity. In this paper we discuss matrix maps method for numerical simulation. We examine symplecticity of maps by two ways. First of all, the direct condition of symplecticity is considered. Second approach is an order by order symplectification of trancated series map. In the research we examine symplectification and errors in terms of electostatic storage ring.",
author = "A. Ivanov and S. Andrianov and N. Kulabukhova and R. Maier and Yu. Senichev and D. Zyuzin",
year = "2013",
language = "English",
isbn = "9783954501229",
pages = "2582--2584",
booktitle = "Proceedings of IPAC 2013",
}
RIS
TY - GEN
T1 - Testing of Symplectic Integrator of Spin-orbit motion based on matrix formalism
AU - Ivanov, A.
AU - Andrianov, S.
AU - Kulabukhova, N.
AU - Maier, R.
AU - Senichev, Yu.
AU - Zyuzin, D.
PY - 2013
Y1 - 2013
N2 - Investigation of spin-orbit motion in electromagnetic
fields requires different numerical methods. Approaches
for long-term evolution modelling need both performance
and symplecticity. In this paper we discuss matrix maps
method for numerical simulation. We examine symplecticity of maps by two ways. First of all, the direct condition of symplecticity is considered. Second approach is an order by order symplectification of trancated series map. In the research we examine symplectification and errors in terms of electostatic storage ring.
AB - Investigation of spin-orbit motion in electromagnetic
fields requires different numerical methods. Approaches
for long-term evolution modelling need both performance
and symplecticity. In this paper we discuss matrix maps
method for numerical simulation. We examine symplecticity of maps by two ways. First of all, the direct condition of symplecticity is considered. Second approach is an order by order symplectification of trancated series map. In the research we examine symplectification and errors in terms of electostatic storage ring.
M3 - Conference contribution
SN - 9783954501229
SP - 2582
EP - 2584
BT - Proceedings of IPAC 2013
ER -
