How do I understand spin in quantum mechanics for Physics GRE question 2?
- Thread starter jdou86
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This discussion focuses on understanding spin in quantum mechanics, specifically related to Physics GRE question 2, which addresses the addition of angular momentum. The participant clarifies that the ground state must have total angular momentum l = 0 and utilizes the relation j = l + s for selection rules. The singlet state, contributing zero spin, is deemed impossible for achieving a total spin of 3/2 when combined with a spin 1/2 state. The triplet spin 1 states are identified as viable candidates for achieving the desired spin, although one state is excluded due to the magnetic quantum number constraints.
PREREQUISITES- Understanding of angular momentum in quantum mechanics
- Familiarity with singlet and triplet states
- Knowledge of quantum numbers and their significance
- Proficiency in the formalism of quantum mechanics
- Study the addition of angular momentum in quantum mechanics
- Learn about the properties of singlet and triplet states
- Explore the implications of magnetic quantum numbers
- Review selection rules in quantum mechanics
Students preparing for the Physics GRE, particularly those focusing on quantum mechanics concepts, as well as educators and tutors seeking to clarify angular momentum addition and spin states.
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