Spin and Pseudospin Symmetries with Trigonometric Pöschl-Teller Potential including Tensor Coupling

Table 4

The bound state energy eigenvalues in units of fm⁻¹ of the p-spin symmetry tPT potential for several values of 𝑛 and 𝜅 with 𝛼=0.8.

𝑙̃	𝑛,𝜅<0	(𝑙,𝑗)	𝐸𝑛,𝜅<0; 𝐻≠0	𝐸𝑛,𝜅<0; 𝐻=0	𝑛−1,𝜅>0	(𝑙+2,𝑗+1)	𝐸𝑛−1,𝜅>0𝐻≠0	𝐸𝑛−1,𝜅>0 𝐻=0
1	1, −1	1𝑠1/2	−28.96349	−29.02725	0, 2	0𝑑3/2	−29.15386	−29.02725
2	1, −2	1𝑝3/2	−29.02725	−29.15386	0, 3	0𝑓5/2	−29.34155	−29.15386
3	1, −3	1𝑑5/2	−29.15386	−29.34155	0, 4	0𝑔7/2	−29.58785	−29.34155
4	1, −4	1𝑓7/2	−29.34155	−29.58785	0, 5	0ℎ9/2	−29.88968	−29.58785
1	2, −1	2𝑠1/2	−31.10492	−31.16696	1, 2	1𝑑3/2	−31.29020	−31.16696
2	2, −2	2𝑝3/2	−31.16696	−31.29020	1, 3	1𝑓5/2	−31.47301	−31.29020
3	2, −3	2𝑑5/2	−31.29020	−31.47301	1, 4	1𝑔7/2	−31.71308	−31.47301
4	2, −4	2𝑓7/2	−31.47301	−31.71308	1, 5	1ℎ9/2	−32.00754	−31.71308