Article | REF: BN3014 V1

Neutronics basics - Neutron migration

Author: Paul REUSS

Publication date: July 10, 2005

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3. Reactor kinetics

We saw in the first chapter that the neutron population in a system is multiplied by a factor k from one generation to the next, which suggests exponential behavior as a function of time: population multiplied by k n after n generations. In this paragraph, we propose to examine this law: on the one hand, we need to quantify the duration of a generation and, on the other, to specify the mathematical law of evolution, which obviously has a continuous character as a function of time t.

3.1 Prompt and delayed neutrons

Most of the neutrons emitted by fission "evaporate" from the fission fragments in an extremely short time, negligible compared to the time it takes for the neutron to travel from emission to absorption:...

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