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RIS citation export for THPSC001: The Multipole Lens Mathematical Modeling

TY - CONF
AU - Vinogradova, E.M.
AU - Starikova, A.V.
ED - Kuzin, Maxim
ED - Schaa, Volker RW
TI - The Multipole Lens Mathematical Modeling
J2 - Proc. of RuPAC2016, St. Petersburg, Russia, November 21-25, 2016
C1 - St. Petersburg, Russia
T2 - Russian Particle Accelerator Conference
T3 - 25
LA - english
AB - In the present work the mathematical model of the multipole system is presented. The multipole system is composed of arbitrary even number of the uniform electrodes. Each of the electrodes is a part of the plane. The potentials of the electrodes are the same modulus and opposite sign for neighboring electrodes. The variable separation method is used to solve the electrostatic problem. The potential distribution is represented as the eigen functions expansions. The boundary conditions and the normal derivative continuity conditions lead to the linear algebraic equations system relative to the series coefficients.
PB - JACoW
CP - Geneva, Switzerland
SP - 535
EP - 537
KW - multipole
KW - electron
KW - vacuum
KW - cathode
KW - controls
DA - 2017/02
PY - 2017
SN - 978-3-95450-181-6
DO - 10.18429/JACoW-RuPAC2016-THPSC001
UR - http://jacow.org/rupac2016/papers/thpsc001.pdf
ER -