Only the ##s## states need to be solved so I think there are only two solutions, as suggested by Skyrme Hartree Fock calculations. I am also confused with that solution. In the picture, for example, the ##0s1## state of protons only differ by about 1 MeV from that of neutrons. The difference is...
Thanks. That's what I used and this is the graphical solutions that I got.
where ##\xi## is given by $$\xi = \sqrt{\frac{2m(V_0 - |E|)}{\hbar^2}}a$$ where ##V_0 = 45 \, MeV##, and ##a = ½A^⅓ = 4.36\, fm##. As shown in the graph, the solutions are ##\xi = 2.702## and ##5.298## which according to...
Hi all,
I'm trying to solve a problem of finite square well for the ##s## states graphically. The task is to find energy levels and wavefunctions of proton in a spherically symmetric potential, first for deuteron then ##^{48}Ca##. What makes me confused is the mass. For deuteron, the mass used...