AbstractThe differential matrix Riccati equation with matrix variable coefficients, arising in transport theory, is considered. An analytical approximation of the solution of the non-linear equation is investigated using the Adomian decomposition method, and an application to neutron steady-state process is proposed to test the accuracy of the method
Les calculs de réactivité constituent une brique fondamentale dans la simulation des coeurs des réac...
The general matrix Riccati equation is decomposed into product of two factors where the first one is...
First Riccati equation with matrix variable coefficients, arising in optimal and robust control appr...
AbstractThe differential matrix Riccati equation with matrix variable coefficients, arising in trans...
AbstractRecent generalizations are discussed and results are presented for the theory and applicatio...
The point reactor kinetics equations of multi-group of delayed neutrons are a system of stiff ordina...
The time-dependent neutron transport problem is approximated using the Pomraning-Eddington approxima...
We present a method for solving the two-dimensional equation of transfer. The method can be extended...
A general matrix method is developed for the solution of characteristic-value problems of the type a...
In this thesis we present a method to generatethe natural spacial modes of an atomic reactor model f...
AbstractThe usual Matrix Riccati equation can be related to the transport of a beam of particles thr...
In this paper, whose purpose is pedagogic, we discuss some distinctive features of neutron transport...
In this paper, a Laplace transform decomposition algorithm (LTDA) is used to solve the Riccati equat...
A general numerical procedure, called the discrete S/sub n/ method, for solving the neutron transpor...
The finite element response matrix method has been applied to the solution of the neutron transport ...
Les calculs de réactivité constituent une brique fondamentale dans la simulation des coeurs des réac...
The general matrix Riccati equation is decomposed into product of two factors where the first one is...
First Riccati equation with matrix variable coefficients, arising in optimal and robust control appr...
AbstractThe differential matrix Riccati equation with matrix variable coefficients, arising in trans...
AbstractRecent generalizations are discussed and results are presented for the theory and applicatio...
The point reactor kinetics equations of multi-group of delayed neutrons are a system of stiff ordina...
The time-dependent neutron transport problem is approximated using the Pomraning-Eddington approxima...
We present a method for solving the two-dimensional equation of transfer. The method can be extended...
A general matrix method is developed for the solution of characteristic-value problems of the type a...
In this thesis we present a method to generatethe natural spacial modes of an atomic reactor model f...
AbstractThe usual Matrix Riccati equation can be related to the transport of a beam of particles thr...
In this paper, whose purpose is pedagogic, we discuss some distinctive features of neutron transport...
In this paper, a Laplace transform decomposition algorithm (LTDA) is used to solve the Riccati equat...
A general numerical procedure, called the discrete S/sub n/ method, for solving the neutron transpor...
The finite element response matrix method has been applied to the solution of the neutron transport ...
Les calculs de réactivité constituent une brique fondamentale dans la simulation des coeurs des réac...
The general matrix Riccati equation is decomposed into product of two factors where the first one is...
First Riccati equation with matrix variable coefficients, arising in optimal and robust control appr...
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