Energy Levels of Light Nuclei A = 14 - Triangle Universities Nuclear ...
Energy Levels of Light Nuclei A = 14 - Triangle Universities Nuclear ...
Energy Levels of Light Nuclei A = 14 - Triangle Universities Nuclear ...
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Table <strong>14</strong>.18: <strong>14</strong> N levels from 13 C(d, n) and 13 C( 3 He, d) a<br />
<strong>14</strong> N* b J π ; T b l<br />
c p l<br />
d j (2J f +1)C 2 S d<br />
(MeV ± keV)<br />
0 1 + ;0 1 p 1/2 2.27<br />
2.31 0 + ;1 1 p 1/2 0.92<br />
3.95 1 + ;0 1 p 3/2 1.10<br />
4.92 0 − ;0 0 s 1/2 0.29<br />
5.11 2 − ;0 2 d 5/2 1.79<br />
5.69 1 − ;0 0 s 1/2 0.91<br />
d 3/2 0.29<br />
5.83 3 − ;0 2 d 5/2 2.19<br />
6.20 1 + ;0 1 p 1/2 0.032<br />
6.45 3 + ;0 1 f 7/2 (0.1)<br />
7.03 2 + ;0 1 p 3/2 0.31<br />
7.97 2 − ;0 d 5/2 0.051<br />
8.06 1 − ;1 0 s 1/2 0.10<br />
d 3/2 < 0.006<br />
8.49 4 − ;0 4 h,i<br />
8.62 0 + ;1 1 j p 1/2 0.021<br />
8.78 0 − ;1 s 1/2 < 0.009<br />
8.91 3 − ;1 2 k d 5/2 3.32<br />
8.98 2 + ;(0) (1,2,3) p 3/2 < 0.2<br />
9.13 (2 − ;0) g 2 d 5/2 0.<strong>14</strong><br />
9.17 2 + ;1 (1, 3) p 3/2 < 0.08<br />
9.39 2 − ;0 2 d 5/2 0.62<br />
9.51 2 − ;1 2 d 5/2 1.31<br />
9.70 1 + ;0 1 p 1/2 0.039<br />
10.085 ± 12 (1 − 3) − e d 5/2 0.054<br />
10.222 ± 12 (0 − 2) + e p 1/2 0.16<br />
10.534 ± 20 (0 − 2) + e,f p 1/2 0.34<br />
10.81 5 + ;0 f<br />
11.05 (3 + ) e,f<br />
11.26 ± 50 (0 − 2) + e,f p 1/2 0.22<br />
11.49 ± 40 (0 − 2) + e,f p 3/2 0.040<br />
11.66 ± 40 (0 − 2) + e,f p 1/2 0.092<br />
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