In this paper, we present a formal Fourier analysis (FA) of Picard iteration for the coupled neutronics/thermal hydraulics (N/TH) problem and derive theoretical predictions for the spectral radius of Picard iteration for such coupled calculations as a function of the temperature difference between the fuel and coolant, temperature coefficients of cross sections (i.e., Doppler feedback), scattering ratio, and core height. An optimal underrelaxation factor is also derived based on the Fourier analysis
The asymptotic method is a very attractive area of applied mathematics. There are many modern resear...
With the increasing energy demand, developing renewable fuel production strategies such as photoelec...
Transient combustion of a single biomass particle in preheated oxygen and nitrogen atmospheres with ...
The falloff curves of the unimolecular dissociation CF3I (+Ar) → CF3 + I (+Ar) are modelled by combi...
We study the coherent nonequilibrium dynamics of interacting two-dimensional systems after a quench...
The paper proposes the formulation of problems modeled with the stationary Kolmogorov-Feller equatio...
In a fractured rock mass, the existence of discontinuities may generate preferential paths where the...
Recently, we proposed a reference‐modified density functional theory (RMDFT) to calculate solvation ...
In this work we study the asymptotic behavior of solutions for a general linear second-order evoluti...
The experimental discovery of near-room-temperature (NRT) superconductivity in highlycompressed H3S,...
A novel family of numerical integration of closed Newton-Cotes quadrature rules is presented which u...
We study linearization of lattice gauge theory. Linearized theory approximates lattice gauge theory ...
International audienceThis paper investigates three ways of coupling a solid/gas sorption refrigerat...
Abstract: In this paper, a Cohen-Grossberg neural network composed of two neurons with nonisochronou...
The Dirichlet problem for the time-fractional heat conduction equation in a half-line domain is stud...
The asymptotic method is a very attractive area of applied mathematics. There are many modern resear...
With the increasing energy demand, developing renewable fuel production strategies such as photoelec...
Transient combustion of a single biomass particle in preheated oxygen and nitrogen atmospheres with ...
The falloff curves of the unimolecular dissociation CF3I (+Ar) → CF3 + I (+Ar) are modelled by combi...
We study the coherent nonequilibrium dynamics of interacting two-dimensional systems after a quench...
The paper proposes the formulation of problems modeled with the stationary Kolmogorov-Feller equatio...
In a fractured rock mass, the existence of discontinuities may generate preferential paths where the...
Recently, we proposed a reference‐modified density functional theory (RMDFT) to calculate solvation ...
In this work we study the asymptotic behavior of solutions for a general linear second-order evoluti...
The experimental discovery of near-room-temperature (NRT) superconductivity in highlycompressed H3S,...
A novel family of numerical integration of closed Newton-Cotes quadrature rules is presented which u...
We study linearization of lattice gauge theory. Linearized theory approximates lattice gauge theory ...
International audienceThis paper investigates three ways of coupling a solid/gas sorption refrigerat...
Abstract: In this paper, a Cohen-Grossberg neural network composed of two neurons with nonisochronou...
The Dirichlet problem for the time-fractional heat conduction equation in a half-line domain is stud...
The asymptotic method is a very attractive area of applied mathematics. There are many modern resear...
With the increasing energy demand, developing renewable fuel production strategies such as photoelec...
Transient combustion of a single biomass particle in preheated oxygen and nitrogen atmospheres with ...