Add to ORKGAbstract: Some results of numerical experiments are described. They illustrate the possibilities of the use the alternating direction methods in the problem of numerical integration of the nuclear reactor dynamics equations. The sources of possible rough errors are analyzed.Note: Research direction:Mathematical modelling in actual problems of science and technic
Six experiments from the fields of reactor engineering, heat transfer, and dynamics are presented to...
Modelling of nuclear reactor multi-physics: From local balance equations to macroscopic models in ne...
The research of a nuclear reactor model has been observed, where the system consists of two differen...
Abstract: This work is devoted to the program complex for calculation of dynamic processes...
Abstract: The system of equations describing the time evolution of the neutron field is st...
This report treats the numerical integration of the reactor kineties equations for one and two promp...
Abstract: Realization of the implicit scheme for numerical integration of the equations of...
Microcomputers are becoming increasingly popular in systems simulation because of their low cost and...
Abstract: In work the short review of activities of Department of kinetic equations of Ke...
A new method based on shifted Chebyshev series of the first kind is introduced to solve stiff linear...
A specificity of nuclear reactors is their multiphysics and multiscale character. The multiphysics n...
Abstract: The quasisimptotic method of numerical integration of the equations of slow evol...
AbstractThis work deals with a new technique for the numerical integration of the system of differen...
A general class of two-step alternating-direction semi-implicit methods is proposed for the approxim...
Several techniques to improve the reliability and efficiency of generalized stiff integrators in sol...
Six experiments from the fields of reactor engineering, heat transfer, and dynamics are presented to...
Modelling of nuclear reactor multi-physics: From local balance equations to macroscopic models in ne...
The research of a nuclear reactor model has been observed, where the system consists of two differen...
Abstract: This work is devoted to the program complex for calculation of dynamic processes...
Abstract: The system of equations describing the time evolution of the neutron field is st...
This report treats the numerical integration of the reactor kineties equations for one and two promp...
Abstract: Realization of the implicit scheme for numerical integration of the equations of...
Microcomputers are becoming increasingly popular in systems simulation because of their low cost and...
Abstract: In work the short review of activities of Department of kinetic equations of Ke...
A new method based on shifted Chebyshev series of the first kind is introduced to solve stiff linear...
A specificity of nuclear reactors is their multiphysics and multiscale character. The multiphysics n...
Abstract: The quasisimptotic method of numerical integration of the equations of slow evol...
AbstractThis work deals with a new technique for the numerical integration of the system of differen...
A general class of two-step alternating-direction semi-implicit methods is proposed for the approxim...
Several techniques to improve the reliability and efficiency of generalized stiff integrators in sol...
Six experiments from the fields of reactor engineering, heat transfer, and dynamics are presented to...
Modelling of nuclear reactor multi-physics: From local balance equations to macroscopic models in ne...
The research of a nuclear reactor model has been observed, where the system consists of two differen...