d-and f-Block Elements - Electronic Configurations and General Properties of Transition Elements
Review the key concepts, formulae, and examples before starting your quiz.
🔑Concepts
Definition: Transition elements are defined as those elements which have incompletely filled -orbitals in their ground state or in any of their oxidation states. Elements like , , and of group 12 have full configuration and are technically not transition elements, though they are studied with them.
Electronic Configuration: The general electronic configuration of -block elements is . Exceptional configurations occur in () and () due to the extra stability of half-filled and fully-filled -orbitals.
Atomic and Ionic Radii: Generally, radii decrease with increasing atomic number in a series due to poor shielding by -electrons and increased nuclear charge. However, the radii of the and series are nearly identical due to 'Lanthanoid Contraction'.
Ionization Enthalpy: There is a general increase in ionization enthalpy across each series due to an increase in nuclear charge. Irregularities arise from the varying stability of , , and configurations.
Oxidation States: Transition elements exhibit variable oxidation states due to the small energy difference between and orbitals. shows the maximum number of oxidation states (from to ) in the series.
Magnetic Properties: Most transition metal ions are paramagnetic due to the presence of unpaired electrons. Paramagnetism increases with the number of unpaired electrons.
Formation of Colored Ions: Color is attributed to transitions. When light falls on the ion, electrons from lower energy -orbitals are excited to higher energy -orbitals, absorbing specific wavelengths. and ions (like and ) are typically colorless.
Catalytic Properties: Transition metals and their compounds act as catalysts because they can adopt multiple oxidation states and form unstable intermediate complexes (e.g., in the Contact Process, in Haber's Process).
Interstitial Compounds: These are formed when small atoms like , , or are trapped inside the crystal lattices of transition metals. They are non-stoichiometric, hard, and retain metallic conductivity.
📐Formulae
💡Examples
Problem 1:
Calculate the spin-only magnetic moment of ion ().
Solution:
- Electronic configuration of (, Cobalt) is .
- For , the configuration is .
- In , the electrons are paired as .
- Number of unpaired electrons .
- .
Explanation:
The magnetic moment is determined by the number of unpaired electrons. We first find the oxidation state, write the configuration, apply Hund's rule to find , and use the spin-only formula.
Problem 2:
Explain why is diamagnetic while is paramagnetic.
Solution:
- Atomic number of is . Ground state configuration: .
- Configuration of : . All electrons are paired (), hence diamagnetic.
- Configuration of : . There is one unpaired electron (), hence paramagnetic.
Explanation:
Paramagnetism requires at least one unpaired electron. In , the subshell is completely filled, whereas in , it is partially filled.
Problem 3:
Why does () not show variable oxidation states like other transition metals?
Solution:
Scandium () has the electronic configuration . By losing all 3 valence electrons, it achieves the stable noble gas configuration of . Thus, it primarily shows only the oxidation state.
Explanation:
Transition elements show variable oxidation states because and electrons have similar energies. However, becomes exceptionally stable after losing 3 electrons, making other states unfavorable.