Lesson 2: Quantum Numbers

    Cards (21)

    • Electron Configuration
      The distribution of electrons of an atom
    • Orbital
      • s
      • p
      • d
      • f
    • Subshell
      • 1 subshell contains 2 electrons
      • p contains 6 electrons
      • d contains 10 electrons
      • f contains 14 electrons
    • Electrons move very quickly
    • How to fill electron shells
      1. Electron configuration
      2. Using shells to indicate where the electrons are at any moment
    • Atomic number

      Number of protons
    • Isoelectric
      They have the same number of electrons
    • Electron Configuration Trends in the Periodic Table
      • Transition metals: d-block
      • Actinoids and lanthanoids: f-block
      • Metalloids and non-metals: p-block
      • Alkali and alkaline earth metals: s-block
    • Transition metal shells can empty in different ways
    • Quantum Numbers
      • Principle Quantum Number (n)
      • Orbital Shape Quantum Number (l)
      • Magnetic Quantum Number (ml)
      • Spin Quantum Number (ms)
    • Principle Quantum Number (n)
      • Positive whole numbers (1, 2, 3...)
      • Specifies energy level
      • Higher n = higher energy level = larger orbital radius
      • Maximum number of electrons in a level = 2n2
    • Orbital Shape Quantum Number (l)
      • Also known as the angular momentum quantum number
      • Describes the orbital shape
      • Ranges from 0 to n - 1
      • Each l value corresponds to a letter
    • Magnetic Quantum Number (ml)
      • Orientation of the orbital in space
      • Ranges from -l to +l
      • For each l there are 2l + 1 ml values
    • Spin Quantum Number (ms)

      • Property of an electron
      • Only 2 values → +1/2 & -1/2
      • +1/2 is an up spin
      • -1/2 is a down spin
    • The total number of orbitals in a given n level is n2
    • Up spin is always first
    • Can't have 4 of the same quantum numbers
    • Always start with negatives when listing ml
    • Do all up spins first before the down spins
    • s is l=0, p is l=1
    • Orbital shape quantum number for each orbital
      s = 0
      p = 1
      d = 2
      f = 3
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