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(Solved): 8. In a nucleus described by the rotational model, the second excited state is always a 4+state ...



8. In a nucleus described by the rotational model, the second excited state is always a \( 4^{+} \)state. This state decays b

8. In a nucleus described by the rotational model, the second excited state is always a state. This state decays by E2 radiation to the state. Justify this observation by calculating, using the Weisskopf estimates, the ratio between the E2 decay probability and (a) the octupole and hexadecapole decays to the state and (b) the hexadecapole state to the ground state. (Note: These are collective rotational states, for which the Weisskopf estimates should not be taken too seriously).


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a) The Weisskopf estimate for the transition probability for an E2 transition is given byP_E2 = (e^2/2Mhbar^2)^2 (2L+1) (L+1) B(E2; L->L-2)where B(E2;
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