New computational technique based on Bernstein polynomials and higher order finite difference schemes for temporal and spatial reactor calculations
YM Hamada - Annals of Nuclear Energy, 2023 - Elsevier
In this research, two main objectives about solving the space time dependent diffusion
equations are addressed. The first is to present higher order finite difference schemes at the …
equations are addressed. The first is to present higher order finite difference schemes at the …
Simulation of two-point reactor kinetics model of reflected reactors with Newtonian reactivity feedback
In this study, a non-analog dynamic Monte Carlo method, named Point Kinetics Monte Carlo
(PKMC), is developed to solve the one-and two-point reactor kinetic equations for a reflected …
(PKMC), is developed to solve the one-and two-point reactor kinetic equations for a reflected …
Time-dependent Green's function generation with Monte Carlo for transient analysis of source-driven systems
The transient analysis of nuclear reactors is an important issue from a safety point of view.
The deterministic methods, by considering different approximations, are extensively used to …
The deterministic methods, by considering different approximations, are extensively used to …
[引用][C] Dinamik Monte Carlo Tekniği İle Zamana Bağlı Nükleer Reaktör Analizi
B Rashidian Maleki - 2020 - Fen Bilimleri Enstitüsü