
#1
Dec312, 03:47 AM

P: 7

Hello, guys. I need a little help here.
Two particles of mass m interact by an harmonic unidimensional potential: V=(k/2)(x_{1}x_{2})^{2}, k>0 If the total linear momentum is null, which are the possible energies when: a)the 2 particles are distinguishable b)identical particles of spin 0 c)identical particles of spin 1/2, in a singlet state d)identical particles of spin 1/2, in a triplet state NB: "There's no need of doing calculations" Thanks! 


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