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Coordination Compounds

Jul 8, 2024

Coordination Compounds

Introduction

  • D Block Elements: Iron, copper, zinc, etc., are metals.
    • Metals usually lose electrons but in coordination compounds, they accept a pair of electrons.
  • Reasons for metal electron acceptance:
    • Empty shells
    • Completing the octet rule for stability
  • Example: Copper (Cu) and ammonia (NH3)
    • Cu has an empty shell and NH3 has a lone pair of electrons.
    • NH3 donates electrons to Cu → forming a coordinate bond → a coordination compound.

Definition of Coordination Compounds

  • Complex compounds where a metal atom is bonded to ions or molecules.
  • Ligand: An ion/molecule that donates a pair of electrons to a central metal atom.

Basic Terms

  • Central Atom: The main metal atom in the coordination compound (e.g., Chromium).
  • Ligand: Example - NH3 donating a pair of electrons.
  • Coordination Number: Number of electron pairs donated (e.g., in [Cr(NH3)6]Cl3, NH3 donates 6 pairs).
  • Coordination Sphere/Entity: The central atom and its surrounding ligands within square brackets.
  • Counter Ion: Ion outside the coordination sphere (e.g., Cl in [Cr(NH3)6]Cl3).

Werner's Theory

  • Werner's experiments with cobalt chloride and NH3 led to cobalt chloride.6 NH3.
  • Key Findings:
    • 6 NH3 are directly bonded to the Co atom (secondary valency)
    • 3 Cl are indirectly bonded (primary valency)
  • Conclusions:
    • Primary Valency: Satisfied by negative ions (e.g., Cl).
      • Represents oxidation state, denoted by dots, ionizable.
    • Secondary Valency: Satisfied by positive ions or neutral molecules (e.g., NH3).
      • Represents coordination number, denoted by lines, non-ionizable.

Calculating Primary and Secondary Valencies

  • Example 1: [Co(NH3)6]Cl3
    • Primary valency = Oxidation number (Co = +3).
    • Secondary valency = Coordination number (6 ligands).
  • Example 2: [Fe(CN)6]4-
    • Primary valency = Oxidation number (Fe = +2).
    • Secondary valency = Coordination number (6 ligands).

Structure of Werner Proposals

  • Using octahedral geometry, illustrating valencies and positions of ligands and counter ions.
  • Exploring structures like [Co(NH3)6]3+, [Co(NH3)5Cl]2+, etc.

Types of Ligands

  • Denticity: Number of lone pairs donated to the central metal.
  • Types:
    • Unidentate: One pair (e.g., Cl-, CN-).
    • Bidentate: Two pairs (e.g., ethylenediamine 'en').
    • Ambidentate: Different atoms donate (e.g., SCN-).
    • Polydentate: Multiple pairs (e.g., EDTA).

Complexes

  • Homoleptic complex: One type of ligand (e.g., [Fe(CN)6]4-).
  • Heteroleptic complex: Multiple types of ligands (e.g., [Co(NH3)4Cl2]+).

Nomenclature

  • Rules:
    1. Ligands listed alphabetically.
    2. Prefixes used to denote the number (e.g., di-, tri-).
    3. If anionic, suffix '-ate' is added to the metal.
  • Examples:
    • [Ag(NH3)2]Cl: Diamminesilver(I) chloride.
    • [K2NiCl4]: Potassium tetrachloronickelate(II).

Crystal Field Theory (CFT)

  • Concept: Describes D orbital splitting when ligands approach a metal ion.
    • Octahedral: Ligands approach along axes, increasing energy of d(x^2-y^2) and d(z^2).
    • Tetrahedral: Ligands approach between axes, increasing energy of d(xy), d(yz), and d(xz).
  • Impact: Causes different arrangements in electron levels; influences properties like color, magnetism.

Crystal Field Theory in Octahedral and Tetrahedral Fields

  • Octahedral: Splitting into higher energy (e_g) and lower energy (t_2g).
    • Energy levels: e_g (+0.6Δ) and t_2g (-0.4Δ)
  • Tetrahedral: Opposite splitting.
    • Energy levels: T_2 (+0.4Δ) and E (-0.6Δ)

Valence Bond Theory (VBT) and Hybridization

  • Determining structure, magnetic properties, and spin states using electron configurations and ligand strength.
  • Method: Calculate oxidation state, determine electron arrangement.
    • Example: [Co(NH3)6]3+
      • Oxidation state of Co = +3
      • Strong ligand NH3 causes pairing.
      • Hybridization yields D2SP3 (octahedral geometry, diamagnetic).

Key Points

  • Metal atoms in coordination compounds accept electrons to gain stability.
  • Coordination compounds consist of metal centers and ligands forming coordinate bonds.
  • Werner's theory introduces primary and secondary valencies, explaining metal-ligand bonding.
  • Ligands categorized by denticity and impact on metal centers differ across coordination complexes.
  • Crystal Field Theory elaborates on D orbital interactions with ligands, affecting compound properties.
  • Valence Bond Theory aids in understanding coordination compound structure, hybridization, and magnetic behavior.