| 11. | Examples are the total angular momentum operators.
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| 12. | At that rate, the total angular momentum would be ~ 10 82 J-s.
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| 13. | In quantum mechanics, the scalar value \ ell is referred to as the total angular momentum.
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| 14. | The quantum number " J " refers to the total angular momentum, as before.
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| 15. | The contributions of the individual electrons and nucleus to the total angular momentum do not cancel each other.
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| 16. | Examples being the electron-electron repulsion, magnetic dipolar coupling, and total angular momentum-squared operators.
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| 17. | This phenomenon of having multiple particles in the same total angular momentum configuration is called " degeneracy ".
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| 18. | If this is taken into account, you should find out that total angular momentum of the system is conserved.
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| 19. | In simpler terms, the total angular momentum operator characterizes how a quantum system is changed when it is rotated.
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| 20. | The total angular momentum conserved in interaction processes is then the sum of the orbital angular momentum and the spin.
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