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- W290636867 abstract "A method for calculating long-time variations of neutron flux distribution and reactivity of a thermal reactor is described. A solution must be found for the diffusion equations for several groups of neutrons for a reactor, in which nuclear properties vary with position and time. if it is assumed that time intervals DELTA t can be selected, so that the flux variation dp/dt at the position t in the reactor is nearly constant during DELTA t, the calculation of the characteristics of the reactor can be performed stepwise for t/ sub m/ = m. DELTA t (m = 1, 2,...). Then the equations for neutron fluxes and reactivity at tm are only dependent on position. The eigenvalue problem of these equations was solved by a finite method of differences, and by an iteration process neutron fluxes and reactivity could be determined exactly. Numerical calculations were performed for a so-called two-zone-reactor. (auth)" @default.
- W290636867 created "2016-06-24" @default.
- W290636867 creator A5044297805 @default.
- W290636867 date "1963-07-01" @default.
- W290636867 modified "2023-09-26" @default.
- W290636867 title "A METHOD FOR CALCULATION OF THE LONG-TIME BEHAVIOR OF THERMAL REACTORS, PRESENTED WITH AN EXAMPLE OF TWO-ZONE REACTORS" @default.
- W290636867 hasPublicationYear "1963" @default.
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