QUANTUM NUMBER NOTATION

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QUANTUM NUMBER NOTATION

The wave functions for the hydrogen atom are determined by the values of three quantum numbers n, I, and mi. The energy E. is determined by the principal quantum number n according to Eq. (43-3). The magnitude of orbital angular momentum is determined the orbital quantum number I, as in Eq. (43-4). The component of orbital angular mentum in a specified axis direction (customarily the z-axis) is determined by the ic quantum number ml, as in Eq. (43-5). For each energy level E. given by Eq. 3-3), there is more than one distinct state having the same energy but different quad numbers. The existence of more than one distinct state with the same energy is degeneracy; it has no counterpart in the Bohr model. with various values of the orbital quantum number 1are often labeled with let according to the following scheme:

QUANTUM NUMBER NOTATION

QUANTUM NUMBER NOTATION

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QUANTUM NUMBER NOTATION