Recent content by SaFaRJaCk

A wavefunction can be described as follows. \psi_{total} = \psi_L \chi_S \chi_T Where \psi_{total} refers to the total wave function and \psi_L ,\chi_S \mbox{ and } \chi_T refer to the orbital angular momentum, the spin and the isospin parts of the wave function. Some of the...

Applying the Clebsch Gordon transformation allows us to do \varphi_{j1 m1} (1)\varphi_{j2 m2} (2) = \varphi_{j2 m2} (1)\varphi_{j1 m1} (2) . Yes the wave functions do represent different states. The antisymmetry of the two nucleon system is intrinsic to the system...

Is this too confusing? What have I done wrong here? Have I not given this enough time? Should I send this to a higher up forum?

Homework Statement Show that the antisymmetry of the two nucleon wave function in an oscillator model implies that L + S + T = odd. Secondly would this condition change if one worked in a more general single particle model? T = isospin S = intrinsic spin L = orbital angular momentum...