Ella-May Driscoll: N=5 L=1 How Many Electrons

Sabtu, 16 Juli 2022

N=5 L=1 How Many Electrons

REGGINA S Juli 16, 2022 Comment

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In other words, two electrons (in the same atom) cannot have identical quantum numbers. For each m l there are only two allowed values of m s, namely m s = + 1 2 and m s = − 1 2. Thus, each set of { n, l, m l } can only describe two electrons. In your case, we have two electrons with n = 5, l = 3, m l = − 1:

In an atom both 4s (n = 4 l = 0) and (n = 3 l = 1) orbitals can have n + l =4. Since four orbitals are involved they can have maximum of eight electrons. How many electrons can fit in the orbital for which n? Each orbital can occupy a maximum of 2 electrons 8 electrons as you know, each electron has a unique set of quantum numbers that describes its exact location in an atom. In your case, you are given two qunatum numbers, n, the principal quantum number, and m_l, the *magnetic quantum number, and are sked to determine how many electrons can share these two quantum numbers in an atom. N=5 tells you that your quantum number is 5. L=3, tells you that it is 5f. Therefore, it can only hold 2 electrons.