Add to ORKGAn important aspect in the design and safe operation of a nuclear reactor is the behavior of a reactor in a transient, or nonsteady state, condition. This study shows that the quasistatic method is capable of producing highly accurate results, relative to the direct finite-difference method, for two-dimensional thermal reactor transients with feedback
In this article, two-dimensional partial differential equations with time representation of nuclear ...
Abstract: Some results of numerical experiments are described. They illustrate the possibi...
Use of the quasistatic (keff) approximation for producing steady-state solutions for non-critical fi...
Several methods have recently been developed to solve multiphysics transients using the Improved Qua...
Abstract: This work is devoted to the program complex for calculation of dynamic processes...
Abstract: This work is devoted to investigation of quasistatic approximation effectiveness...
Quasistatic and point-kinetics schemes provide an efficient way to simulate transients in convention...
A new method based on shifted Chebyshev series of the first kind is introduced to solve stiff linear...
The predictor-corrector quasi-static method (PCQM) is used to solve the transient problem in the STR...
Temperature control of tank reactors with exothermic reactions is an acknowledgedly difficult task b...
An equation of the neutron transfer, problems of the burn-out and reactor kinetics have been investi...
Of the methods available by which to integrate the neutron and delayed neutron precursor balance equ...
The numerical solution of the point kinetics equations in the presence of Newtonian temperature f...
In this paper, implications of the quasi-steady approach to numerical solutions of two-phase flow pr...
Abstract: The quasisimptotic method of numerical integration of the equations of slow evol...
In this article, two-dimensional partial differential equations with time representation of nuclear ...
Abstract: Some results of numerical experiments are described. They illustrate the possibi...
Use of the quasistatic (keff) approximation for producing steady-state solutions for non-critical fi...
Several methods have recently been developed to solve multiphysics transients using the Improved Qua...
Abstract: This work is devoted to the program complex for calculation of dynamic processes...
Abstract: This work is devoted to investigation of quasistatic approximation effectiveness...
Quasistatic and point-kinetics schemes provide an efficient way to simulate transients in convention...
A new method based on shifted Chebyshev series of the first kind is introduced to solve stiff linear...
The predictor-corrector quasi-static method (PCQM) is used to solve the transient problem in the STR...
Temperature control of tank reactors with exothermic reactions is an acknowledgedly difficult task b...
An equation of the neutron transfer, problems of the burn-out and reactor kinetics have been investi...
Of the methods available by which to integrate the neutron and delayed neutron precursor balance equ...
The numerical solution of the point kinetics equations in the presence of Newtonian temperature f...
In this paper, implications of the quasi-steady approach to numerical solutions of two-phase flow pr...
Abstract: The quasisimptotic method of numerical integration of the equations of slow evol...
In this article, two-dimensional partial differential equations with time representation of nuclear ...
Abstract: Some results of numerical experiments are described. They illustrate the possibi...
Use of the quasistatic (keff) approximation for producing steady-state solutions for non-critical fi...