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RIS citation export for WEPSB007: On Application of Monte Carlo Method for Poisson Problem Solving

TY - CONF
AU - Vladimirova, L.V.
AU - Rubtsova, I.D.
ED - Kuzin, Maxim
ED - Schaa, Volker RW
TI - On Application of Monte Carlo Method for Poisson Problem Solving
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 - The paper presents the application of random grid walk for Dirichlet problem solving for Poisson equation. Boundary value problem is discretized and reduced to the system of linear algebraic equations. The matrix of this system is used for stochastic matrix constructing. Thus, there is a possibility of Markov chains obtaining. The special random value is defined on Markov chain trajectories; this value is used for approximation of the desired solution. The advantages of this method are discussed in the paper. The algorithm is applied for electric potential calculation in the cell of support lattice of exit window in large-aperture electron accelerator.
PB - JACoW
CP - Geneva, Switzerland
SP - 367
EP - 370
KW - electron
KW - controls
KW - lattice
KW - simulation
KW - plasma
DA - 2017/02
PY - 2017
SN - 978-3-95450-181-6
DO - 10.18429/JACoW-RuPAC2016-WEPSB007
UR - http://jacow.org/rupac2016/papers/wepsb007.pdf
ER -