In this paper, the modified power method originally introduced by Booth for one-dimensional one-group neutron transport Monte Carlo simulation, has been extended to multi-dimensional continuous energy Monte Carlo simulations with a generalized procedure employing a transfer matrix. Due to the degeneracy of the eigenmodes of the transfer matrix for multi-dimensional problems, more subregions are adopted than the required number of eigenmodes, and a new transfer matrix is derived. Application of the extended method to a 3D whole core problem demonstrated the abilities of the modified power method for practical problems
A modified power iteration method is implemented in continuous energy Monte Carlo simulation, and th...
It is well known that multi-group (MG) Monte Carlo (MC) calculations can run significantly faster th...
The Iterative Quasi-Monte Carlo method, or iQMC, replaces standard quadrature techniques used in det...
A general solution strategy of the modified power iteration method for calculating higher eigenmodes...
The Modified Power Method (MPM) has been implemented and applied to three-dimensional (3D) criticali...
This paper discusses about the possibility of the adjoint eigenmode calculation for the Monte Carlo ...
In this study, the generalized modified power method was extended to two-dimensional problems. A dir...
The instability problem of the modified power method was studied. The modified power iteration metho...
This thesis investigates the feasibility of Monte Carlo (MC) neutronic calculations that combine mul...
This paper presents a new hybrid method of continuous energy Monte Carlo (MC) and multi-group Method...
This paper presents the application and evaluation of a deterministic truncation of Monte Carlo (DTM...
We have developed a Monte Carlo method that calculates multiple perturbation effects in the eigenval...
This paper investigates mixing multi-group (MG) and continuous energy (CE) representation of cross-s...
The accurate modeling of nuclear reactors is essential to the safe and economic operation of current...
The characteristics of the Transfer Matrix introduced in the modified power method have been studied...
A modified power iteration method is implemented in continuous energy Monte Carlo simulation, and th...
It is well known that multi-group (MG) Monte Carlo (MC) calculations can run significantly faster th...
The Iterative Quasi-Monte Carlo method, or iQMC, replaces standard quadrature techniques used in det...
A general solution strategy of the modified power iteration method for calculating higher eigenmodes...
The Modified Power Method (MPM) has been implemented and applied to three-dimensional (3D) criticali...
This paper discusses about the possibility of the adjoint eigenmode calculation for the Monte Carlo ...
In this study, the generalized modified power method was extended to two-dimensional problems. A dir...
The instability problem of the modified power method was studied. The modified power iteration metho...
This thesis investigates the feasibility of Monte Carlo (MC) neutronic calculations that combine mul...
This paper presents a new hybrid method of continuous energy Monte Carlo (MC) and multi-group Method...
This paper presents the application and evaluation of a deterministic truncation of Monte Carlo (DTM...
We have developed a Monte Carlo method that calculates multiple perturbation effects in the eigenval...
This paper investigates mixing multi-group (MG) and continuous energy (CE) representation of cross-s...
The accurate modeling of nuclear reactors is essential to the safe and economic operation of current...
The characteristics of the Transfer Matrix introduced in the modified power method have been studied...
A modified power iteration method is implemented in continuous energy Monte Carlo simulation, and th...
It is well known that multi-group (MG) Monte Carlo (MC) calculations can run significantly faster th...
The Iterative Quasi-Monte Carlo method, or iQMC, replaces standard quadrature techniques used in det...