Add to ORKGAbstract: Formulæ for computational transport simulations specified. Based on angular Sn and spatial finite element discretization have been applied to even-odd parity notation of transport equation. Also suggested several considerations on its solution techniques, such as new promising method of scattering source conversion or quasidiffusion method for inner iterations acceleration and Krylov methods for eigenvalue problem solution.Note: Research direction:Mathematical modelling in actual problems of science and technic
The paper deals with general properties of the odd-order SP N equations. The equivalence between the...
Verification of large-scale computational algorithms used in nuclear engineering and radiological ap...
First estimates for the numerical solution of the one-dimensional neutron transport equation for one...
A mixed-hybrid treatment of the spatial variables of the within-group neutron transport equation gen...
An experimentation code for deterministic neutron transport in the Sn discretization of the transpor...
International audienceThe Raviart-Thomas finite elements provide an appropriate spatial discretizati...
This paper introduces a new finite element approximation for multi-dimensional transport problems in...
An angular finite element technique is used within the integro-differential neutron transport equati...
International audienceWe study the use of PN method in angle and Discontinuous Galerkin in space to ...
Presently, APOLLO3® /MINARET solves the transport equation using the multigroup Sn method with disco...
A numerical solution of the first-order, mono-energetic neutron transport equation is found by the f...
International audiencePresently, APOLLO3 R /MINARET solves the transport equation using the multigro...
Delta-form-based methods for solving high order spatial discretization schemes are introduced into t...
Graduation date: 2016The high-order finite element S[subscript N] transport equations are solved on...
We present a method for solving the two-dimensional equation of transfer. The method can be extended...
The paper deals with general properties of the odd-order SP N equations. The equivalence between the...
Verification of large-scale computational algorithms used in nuclear engineering and radiological ap...
First estimates for the numerical solution of the one-dimensional neutron transport equation for one...
A mixed-hybrid treatment of the spatial variables of the within-group neutron transport equation gen...
An experimentation code for deterministic neutron transport in the Sn discretization of the transpor...
International audienceThe Raviart-Thomas finite elements provide an appropriate spatial discretizati...
This paper introduces a new finite element approximation for multi-dimensional transport problems in...
An angular finite element technique is used within the integro-differential neutron transport equati...
International audienceWe study the use of PN method in angle and Discontinuous Galerkin in space to ...
Presently, APOLLO3® /MINARET solves the transport equation using the multigroup Sn method with disco...
A numerical solution of the first-order, mono-energetic neutron transport equation is found by the f...
International audiencePresently, APOLLO3 R /MINARET solves the transport equation using the multigro...
Delta-form-based methods for solving high order spatial discretization schemes are introduced into t...
Graduation date: 2016The high-order finite element S[subscript N] transport equations are solved on...
We present a method for solving the two-dimensional equation of transfer. The method can be extended...
The paper deals with general properties of the odd-order SP N equations. The equivalence between the...
Verification of large-scale computational algorithms used in nuclear engineering and radiological ap...
First estimates for the numerical solution of the one-dimensional neutron transport equation for one...