INDC(IND)-35G - IAEA Nuclear Data Services
INDC(IND)-35G - IAEA Nuclear Data Services
INDC(IND)-35G - IAEA Nuclear Data Services
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-32-<br />
£>J is a factor which arises due to proton neutron distinguishability.<br />
§. is the single particle level density and is taken to be ft/13.Atia<br />
the reduced mass of V-par*Jole and Sy is its apin. T>> is the life time<br />
of n-exciton state and is given by<br />
where \ is the ttansition rate to the next higher excitcn state and<br />
is given by • . _—-»<br />
IKF is the average squared matrix element ana is taken to bev<br />
dependent on average energy per exciton as given by Kalbach'-'<br />
in equation (4) is given as follows,<br />
Sn in equation (2) is the term responsible for depletion and is<br />
given by<br />
in equation (1) is related with Dn as follows<br />
Inverse reaction cross sections have beerL.obtained by the parametrisation<br />
developed by Chatterjee *t al B ' to get Wilmore-Hodgaon ^)<br />
optical mode' reaction cross sections. At energy lower than 2 MeV<br />
their parsv ; nation is not accurate. 9@pce at these energies an<br />
expression --•,- in by Blelt and Weisskopf 10 ' is usedby matching the<br />
cross Hectic " *t 2 MeV.<br />
Equilibrium Component<br />
The equilibrium component is calculated according to the Weisskopf<br />
model neglecting angular momentum. The probability of neutron emission<br />
with energy € is given as follows.<br />
p ~ e. ) is the level density at the excitation<br />
energy U and is given by<br />
- C e<br />
C is taken to be constant, any slow variation in C is neglected, a