Relativistic Symmetries of Hulthén Potential Incorporated with Generalized Tensor Interactions

Table 1

Bound state for the pseudospin symmetry 𝛼=0.05fm, 𝑀=5fm⁻¹, 𝑉₀=4fm⁻¹, and 𝐶_ps=−5fm⁻¹.

ℓ̃	𝑛,𝜅<0	(ℓ,𝑗)	𝐸^ps𝑛𝜅(fm^−1)= Ref. [27] (𝑉1=0,𝐻=0)	𝐸^ps𝑛𝜅(fm^−1)  (𝑉1=0.5,𝐻=0.5)	𝑛−1,𝜅>0	(ℓ+2,𝑗+1)	𝐸^ps𝑛𝜅(fm^−1)= Ref. [27] (𝑉1=0,𝐻=0)	𝐸^ps𝑛𝜅(fm^−1)  (𝑉1=0.5,𝐻=0.5)
1	1, −1	1𝑆1/2	−0.00862755, −0.05738712	−0.00255933, −0.02961889	0, 2	0𝑑3/2	−0.00862755, −0.05738712	−0.01389734, −0.10389112
2	1, −2	1𝑃3/2	−0.01538462, −0.10000000	−0.00721029, −0.06124936	0, 3	0𝑓5/2	−0.01538462, −0.10000000	−0.02260173, −0.15622180
3	1, −3	1𝑑5/2	−0.02413384, −0.15233675	−0.01389734, −0.10389112	0, 4	0𝑔7/2	−0.02413384, −0.15233675	−0.03335506, −0.21664494
4	1, −4	1𝑓7/2	−0.03492388, −0.21278254	−0.02260173, −0.15622180	0, 5	0ℎ9/2	−0.03492388, −0.21278254	−0.04621304, −0.28340834
1	2, −1	2𝑆1/2	−0.01538462, −0.10000000	−0.00721029, −0.06124936	1, 2	1𝑑3/2	−0.01538462, −0.10000000	−0.02260173, −0.15622180
2	2, −2	2𝑃3/2	−0.02413384, −0.15233675	−0.01389734, −0.10389112	1, 3	1𝑓5/2	−0.02413384, −0.15233675	−0.03335506, −0.21664494
3	2, −3	2𝑑5/2	−0.03492388, −0.21278254	−0.02260173, −0.15622180	1, 4	1𝑔7/2	−0.03492388, −0.21278254	−0.04621304, −0.28340834
4	2, −4	2𝑓7/2	−0.04781723, −0.27957698	−0.03335506, −0.21664494	1, 5	1ℎ9/2	−0.04781723, −0.27957698	−0.06125073, −0.35469754