15. Suppose the nucleon-nucleon force were stronger, so that the deuteron hadthe following bound states:State A is the "well-known" ground state with the properties discussed inthis chapter. State B is very close to state A. At a large energy gap AETHE FORCE BETWEEN NUCLEONS 115C, D, E, FΔΕI = ?I = 1Aabove states A and B are four states, C, D, E, and F. There are no otherstates near C, D, E, and F.(a) What is the most likely value of the relative orbital angular momentumof the nucleons in state B? What is the relative orientation of thenucleon intrinsic spins in state B, and what is the resulting value of thetotal angular momentum I in state B?(b) In states C, D, E, and F the nucleons have the same relative orbitalangular momentum (but different from state A). Make a reasonableguess at the value of the orbital angular momentum and justify yourchoice.(c) By considering the possible couplings of the orbital angular momentumand the intrinsic spins of the two nucleons, show that there must be onlyfour states in the excited multiplet, and give the four possible values ofthe total angular momentum I and the parity.(d) Assuming the energy gap AE to result primarily from the "centripetal"contribution to the potential, estimate AE. Be sure to justify any choiceof parameters you use in your estimate.

Since you have posted with multiple subparts, we will provide the solution only to the first three…

Answered: C, D, E, F B A ΔΕ ? 1 above states A…

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