1. Suppose that a fission neutron, emitted with an energy of 2 MeV, slows down to an energy of 1 eV as the result of successive collisions in a moderator. If, on the average, the neutron gains in lethargy the amount { ; in each collision, how many collisions are required if the moderator is graphite consisting of C-12. The logarithmic mean energy decrement 8 ; is given by the following equation: E - 1. (A - 1) Ln (^ 2A A+ 1

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1. Suppose that a fission neutron, emitted with an energy of 2 MeV, slows down to an energy
of 1 eV as the result of successive collisions in a moderator. If, on the average, the
neutron gains in lethargy the amount { ; in each collision, how many collisions are required
if the moderator is graphite consisting of C-12. The logarithmic mean energy decrement
8 ; is given by the following equation:
E - 1+ (A - 1)2 Ln (A_- 1
2A
A + 1
Note: Using any formula for the number of collisions required for this energy reduction is not acceptable without
proof.
Transcribed Image Text:1. Suppose that a fission neutron, emitted with an energy of 2 MeV, slows down to an energy of 1 eV as the result of successive collisions in a moderator. If, on the average, the neutron gains in lethargy the amount { ; in each collision, how many collisions are required if the moderator is graphite consisting of C-12. The logarithmic mean energy decrement 8 ; is given by the following equation: E - 1+ (A - 1)2 Ln (A_- 1 2A A + 1 Note: Using any formula for the number of collisions required for this energy reduction is not acceptable without proof.
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