
doi: 10.2172/7347885
Approximate methods are derived that enable the effects of certain kinds of void regions in nuclear reactors to be adequately modeled at greatly reduced costs. This reduction in costs is accomplished by: (a) specifying void boundary conditions so as to reduce the problem to a simple albedo type; (b) reducing the number of spatial dimensions; and (c) using diffusion theory, where possible, rather than transport theory or Monte Carlo methods.
Reactor Kinetics, 22 General Studies Of Nuclear Reactors, Mathematical Models, Computer Codes, Reactivity Worths, Two-Dimensional Calculations, Kinetics, Neutron Diffusion Equation, One-Dimensional Calculations, Reactivity Coefficients 220100* -- Nuclear Reactor Technology-- Theory & Calculation, Void Coefficient
Reactor Kinetics, 22 General Studies Of Nuclear Reactors, Mathematical Models, Computer Codes, Reactivity Worths, Two-Dimensional Calculations, Kinetics, Neutron Diffusion Equation, One-Dimensional Calculations, Reactivity Coefficients 220100* -- Nuclear Reactor Technology-- Theory & Calculation, Void Coefficient
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