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JAERI 1287 JNDC Nuclear Data Library of Fission Products Fir

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22 <strong>JNDC</strong> <strong>Nuclear</strong> <strong>Data</strong> <strong>Library</strong> <strong>of</strong> <strong>Fission</strong> <strong>Products</strong> <strong>JAERI</strong> <strong>1287</strong><br />

and A are given as neutron spectral data in Groups 26 and 27, respectively. The thermal<br />

neutron flux 0,* in Eq. (2.6.1) is given as the integral <strong>of</strong> the neutron flux below 0.5 eV.<br />

4>ih= 4>{E)dE. (2.6.4)<br />

Jo<br />

2.7 <strong>Nuclear</strong> <strong>Data</strong> Tables<br />

The evaluated nuclear data <strong>of</strong> fission products in the present <strong>JNDC</strong> FP <strong>Nuclear</strong> <strong>Data</strong><br />

<strong>Library</strong> are tabulated in this section.<br />

The decay data and fission yield data are given in Table 2.7.1 for each mass number.<br />

The decay chain diagram is shown graphically for each mass number. The branching ratios<br />

are given in the decay chain diagram if more than one decay modes exist for some fission<br />

product nuclides in the decay chain. The feeding mode through neutron capture is designated<br />

by (n,r) and the one through the delayed neutron emission by(d n)in the diagram. When<br />

there are the ground and isomeric states in a neutron captured nuclide, the capture cross section<br />

must be divided among them. However, there is not enough information about partial<br />

capture cross sections. The fractions in the diagram are taken from the ratios <strong>of</strong> the thermal<br />

neutron capture cross sections, which were taken from Table <strong>of</strong> Isotopes or BNL-325 57 ^.<br />

The decay constant {A), Q-value and the average decay energies <strong>of</strong> beta-rays (Ep), gammarays<br />

(Er) and internal conversion electrons (ECE) are given for each nuclide as the decay data in<br />

Table 2.7.1 in addition to the decay chain diagram. If there are more than one decay modes<br />

for some nuclide, Q-value is averaged with the weight <strong>of</strong> branching ratio. The average energies<br />

Ep, Er and ECE were calculated by the PROFP code 28) using the intensity and energy data.<br />

For the nuclide with no or with incomplete experimental data, the necessary decay data had<br />

been estimated with the gross theory <strong>of</strong> beta decay as described in Sec. 2.3.<br />

The most <strong>of</strong> the independent fission yield data have been taken from the compilation<br />

by Rider and Meek 41) and supplemented by the present authors for the additional nuclides<br />

and isomeric states. Independent yield values are normalized so that the sum <strong>of</strong> yields is<br />

200% per fission. Then, the cumulative yields have been calculated from the independent<br />

yields using the branching ratios in this library as described in Sec. 2.4. Ten sets <strong>of</strong> different<br />

independent and cumulative yields are given in the table for six fissionable nuclides and three<br />

neutron energies. The ten sets are:<br />

(1) 235 U , t ; t = thermal neutron fission<br />

(2) 235 235 TJ<br />

> ^<br />

235 U u ,/'•/ , / = fission spectrum neutron fission<br />

235TJ<br />

(3) 235Tj , ^ h \ h = 14 MeV neutron fission<br />

(4)<br />

(5)<br />

(6)<br />

(7)<br />

(8)<br />

(9)<br />

(10)<br />

238TJ<br />

238TJ<br />

239pu<br />

239 Pu<br />

241 pu<br />

233 ij<br />

, f<br />

, t<br />

, f<br />

, t<br />

I<br />

Twenty-seven group neutron capture cross sections are given for 80 nuclides in Table<br />

2.7.2. Groups 1 to 25 shown in Table 2.6.1 are for fast reactor calculations. Groups 26 and<br />

27 are for thermal reactor calculations; the resonance integral and the thermal neutron capture<br />

cross section for 2200 m/s-neutrons, respectively (cf. Sec. 2.6). The calculation <strong>of</strong> fission<br />

yields, the data edition, the tabulation and the graphical representation <strong>of</strong> decay-chain diagram<br />

have been performed by a computer code PROFP-Y 58) .

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