The application of finite element method in space dependent neutron diffusion equation is shown in this paper The diffusion equation is first discretized using rectangular elements Applying piecewise polynomials in a variational form of the diffusion equation a system of linear algebraic equations is obtained Choleski decomposition is used to factorise the global matrix and numeration of nodes and finite elements is performed by line dissection The multigroup two-dimensional diffusion code KONEL was written based on this method (author)
Извор:
30th Conference - ETAN '86: Society for Electronics,Telecommunications, Automation, and Nuclear Engineering, 1986, IX.169-IX.176
Издавач:
Society for Electronics,Telecommunications, Automation, and Nuclear Engineering
Напомена:
Society for Electronics,Telecommunications, Automation, and Nuclear Engineering; Belgrade (Yugoslavia); ETAN '86: 30. Conference; 30. Konferencija za ETAN; Herceg Novi (Yugoslavia); 2-6 Jun 1986.
TY - CONF
AU - Petrović, Ivan M.
PY - 1986
UR - https://vinar.vin.bg.ac.rs/handle/123456789/8545
AB - The application of finite element method in space dependent neutron diffusion equation is shown in this paper The diffusion equation is first discretized using rectangular elements Applying piecewise polynomials in a variational form of the diffusion equation a system of linear algebraic equations is obtained Choleski decomposition is used to factorise the global matrix and numeration of nodes and finite elements is performed by line dissection The multigroup two-dimensional diffusion code KONEL was written based on this method (author)
PB - Society for Electronics,Telecommunications, Automation, and Nuclear Engineering
C3 - 30th Conference - ETAN '86: Society for Electronics,Telecommunications, Automation, and Nuclear Engineering
T1 - The application of the finite element method to the multigroup two-dimensional neutron diffusion equation on the KONEL code
SP - IX.169
EP - IX.176
UR - https://hdl.handle.net/21.15107/rcub_vinar_8545
ER -
@conference{
author = "Petrović, Ivan M.",
year = "1986",
abstract = "The application of finite element method in space dependent neutron diffusion equation is shown in this paper The diffusion equation is first discretized using rectangular elements Applying piecewise polynomials in a variational form of the diffusion equation a system of linear algebraic equations is obtained Choleski decomposition is used to factorise the global matrix and numeration of nodes and finite elements is performed by line dissection The multigroup two-dimensional diffusion code KONEL was written based on this method (author)",
publisher = "Society for Electronics,Telecommunications, Automation, and Nuclear Engineering",
journal = "30th Conference - ETAN '86: Society for Electronics,Telecommunications, Automation, and Nuclear Engineering",
title = "The application of the finite element method to the multigroup two-dimensional neutron diffusion equation on the KONEL code",
pages = "IX.169-IX.176",
url = "https://hdl.handle.net/21.15107/rcub_vinar_8545"
}
Petrović, I. M.. (1986). The application of the finite element method to the multigroup two-dimensional neutron diffusion equation on the KONEL code. in 30th Conference - ETAN '86: Society for Electronics,Telecommunications, Automation, and Nuclear Engineering
Society for Electronics,Telecommunications, Automation, and Nuclear Engineering., IX.169-IX.176.
https://hdl.handle.net/21.15107/rcub_vinar_8545
Petrović IM. The application of the finite element method to the multigroup two-dimensional neutron diffusion equation on the KONEL code. in 30th Conference - ETAN '86: Society for Electronics,Telecommunications, Automation, and Nuclear Engineering. 1986;:IX.169-IX.176.
https://hdl.handle.net/21.15107/rcub_vinar_8545 .
Petrović, Ivan M., "The application of the finite element method to the multigroup two-dimensional neutron diffusion equation on the KONEL code" in 30th Conference - ETAN '86: Society for Electronics,Telecommunications, Automation, and Nuclear Engineering (1986):IX.169-IX.176,
https://hdl.handle.net/21.15107/rcub_vinar_8545 .
