Angular momentum: [l(+1).h L=mh y 1. (15 pts) (a) If the excited state of He is...

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Angular momentum: [²l(+1).h· L₂=mh y 1. (15 pts) (a) If the excited state of He is in the configuration that one electron is in 2p orbital and one electron in 3p orbital, write all possible total wave functions (containing both electronic orbital wave functions, 2P and 3P, and spin wave functions, a and B. The electronic orbital wave function (i.e., a wavefunction without a spin part) can be expressed as; (2P13P2+2P23P1) You must use Pauli principle (i.e., symmetry discussion) for your answer. Angular momentum: [²l(+1).h· L₂=mh y 1. (15 pts) (a) If the excited state of He is in the configuration that one electron is in 2p orbital and one electron in 3p orbital, write all possible total wave functions (containing both electronic orbital wave functions, 2P and 3P, and spin wave functions, a and B. The electronic orbital wave function (i.e., a wavefunction without a spin part) can be expressed as; (2P13P2+2P23P1) You must use Pauli principle (i.e., symmetry discussion) for your answer.

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To determine the possible total wave functions for the excited state of He with one electron in the ... View the full answer