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

Table 5

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 𝐻=0.

𝑙̃	𝑛,𝜅	(𝑙,𝑗)	𝛼=0.8	𝛼=0.4	𝛼=0.2	𝛼=0.04	𝛼=0.02
1	1, −1,2	1𝑠1/2,0𝑑3/2	−29.02725	−27.36375	−26.54876	−25.90551	−25.82567
2	1, −2,3	1𝑝3/2,0𝑓5/2	−29.15386	−27.39629	−26.55699	−25.90584	−25.82575
3	1, −3,4	1𝑑5/2,0𝑔7/2	−29.34155	−27.44495	−26.56933	−25.90634	−25.82588
4	1, −4,5	1𝑓7/2,0ℎ9/2	−29.58785	−27.50956	−26.58577	−25.90701	−25.82605
1	2, −1,2	2𝑠1/2,1𝑑3/2	−31.16696	−28.43165	−27.08151	−26.01179	−25.87879
2	2, −2,3	2𝑝3/2,1𝑓5/2	−31.29020	−28.46376	−27.08969	−26.01212	−25.87887
3	2, −3,4	2𝑑5/2,1𝑔7/2	−31.47301	−28.51179	−27.10195	−26.01262	−25.87810
4	2, −4,5	2𝑓7/2,1ℎ9/2	−31.71308	−28.57555	−27.11828	−26.01328	−25.87916