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Coordination Compounds | Class 12 Chemistry Full Chapter Summary

Core Concepts in Coordination Compounds

What is a Coordination Compound?

  • Lewis Acid and Base Concept: A Lewis base donates a pair of electrons, while a Lewis acid accepts them. This forms the basis for coordinate bond formation.
  • Coordinate Bond: A bond formed when one atom donates both electrons to the bond, typically between a central metal atom and surrounding ligands.
  • Transition Metals: These elements readily form coordination compounds due to having vacant d-orbitals and a small effective nuclear charge, allowing them to accept lone pairs of electrons. To revisit the fundamentals of atomic structure that enable this, see Understanding Atoms and Elements: A Comprehensive Overview of Chapter 4 in Chemistry.

Key Terminology

  • Ligand Denticity: The number of donor atoms in a ligand that bind to the central metal atom.

    • Unidentate: Binds through a single atom (e.g., Cl⁻, NH₃)
    • Bidentate: Binds through two atoms (e.g., ethylenediamine)
    • Polydentate: Binds through multiple atoms, forming chelate rings (e.g., EDTA)
  • Coordination Number: The total number of coordinate bonds from ligands to the central atom. It is calculated as:

    Coordination Number = (Number of ligands) × (Denticity of each ligand)

  • Chelate Effect: A complex with polydentate ligands forming ring structures is more stable than one with similar monodentate ligands.

How to Calculate Oxidation State

Example: For the compound [Pt(NH₃)₂Cl₂], where Pt is neutral: Let the oxidation state of Pt be x. Contribution from 2 NH₃ (neutral) = 0 Contribution from 2 Cl⁻ (each -1) = -2

x + 0 + (-2) = 0 → x = +2

So, the oxidation state of Platinum is +2.

Werner's Theory (1893)

Postulates

  • Primary Valency: Corresponds to the oxidation state and is satisfied by negative ions. It is non-directional.
  • Secondary Valency: Corresponds to the coordination number and is satisfied by neutral molecules or negative ions. It is directional, giving a definite geometry to the complex.

Example: CoCl₃·6NH₃

  • Oxidation state of Co = +3
  • Coordination number of Co = 6 (octahedral geometry)

Defects of Werner's Theory

  • Cannot explain the electronic configuration of the metal.
  • Does not explain the color of complexes.
  • Cannot properly explain magnetic behavior.
  • Fails to explain the directional nature of bonds.

Valence Bond Theory (VBT)

Key Idea

Hybridized orbitals of the metal ion overlap with ligand orbitals that donate electron pairs, forming coordinate bonds. The foundational principles of chemical bonding discussed in Understanding Basic Principles and Techniques of Organic Chemistry for Class 11 are similar in spirit to those used in VBT.

Process

  1. Ground State: Metal ion has electrons in d, s, and p orbitals.
  2. Excitation: Electrons are promoted to higher energy orbitals (if needed) to create vacant orbitals for hybridization.
  3. Hybridization: The orbitals mix (e.g., d²sp³, sp³d², dsp²) based on the coordination number and ligand field.
  4. Bonding: Ligands donate electron pairs into these hybrid orbitals.

Examples

  • Complex [CoF₆]³⁻: Co³⁺ has a 3d⁶ configuration. With weak field ligands (F⁻), it uses sp³d² hybridization, resulting in 4 unpaired electrons (paramagnetic) and an octahedral structure.
  • Complex [Co(NH₃)₆]³⁺: With strong field ligands (NH₃), it uses inner d²sp³ hybridization, resulting in 0 unpaired electrons (diamagnetic).
  • Complex [Ni(CN)₄]²⁻: Ni²⁺ has 3d⁸. CN⁻ is a strong field ligand. It uses dsp² hybridization, giving a square planar geometry and 0 unpaired electrons.
  • Complex [Ni(CO)₄]: Ni(0) has 3d⁸4s². CO is a strong field ligand. It uses sp³ hybridization, giving a tetrahedral geometry and 0 unpaired electrons.

Defects of VBT

  • Does not provide quantitative interpretation of magnetic data.
  • Cannot explain the color of coordination compounds.
  • Cannot explain thermodynamic and kinetic stability.
  • Does not distinguish between weak and strong field ligands.

Crystal Field Theory (CFT)

Splitting of d-Orbitals

In an isolated atom, all five d-orbitals are degenerate (same energy). When ligands approach, they create an electric field, splitting the orbitals into different energy levels.

  • Octahedral Complex:
    • dxy, dyz, dzx (t₂g set): Lower energy. Orbitals point between the axes, experiencing less repulsion from ligands.
    • dx²-y², dz² (e_g set): Higher energy. Orbitals point directly along the axes, experiencing more repulsion from ligands.
    • The energy difference between t₂g and e_g is called Crystal Field Splitting Energy (Δ₀).

For a detailed step-by-step breakdown of how this splitting occurs, refer to Crystal Field Theory Explained: Super Easy Trick for Octahedral & Tetrahedral Complexes.

Factors Affecting Crystal Field Splitting Energy (Δ₀)

  1. Nature of Metal Ion: Δ₀ is directly proportional to the principal quantum number (e.g., 3d < 4d < 5d).

  2. Oxidation State of Metal: Higher oxidation state → larger Δ₀ (due to higher charge and smaller size).

  3. Nature of Ligand (Spectrochemical Series): Ligands are arranged in order of their field strength.

    I⁻ < Br⁻ < S²⁻ < SCN⁻ < Cl⁻ < NO₃⁻ < F⁻ < OH⁻ < oxalate < H₂O < NCS⁻ < CH₃CN < NH₃ < en < CN⁻ < CO

    (Weak field) → (Strong field)

  • Strong Field Ligands: Cause large splitting, leading to low-spin complexes (e.g., CN⁻, CO).
  • Weak Field Ligands: Cause small splitting, leading to high-spin complexes (e.g., F⁻, I⁻).

Magnetic Properties

Calculation of Spin-Only Magnetic Moment (μ) μ = √(n(n+2)) BM

Where:

  • n = number of unpaired electrons
  • BM = Bohr Magneton

Example: Co²⁺ Complex

  • Co²⁺ (Z=27): 3d⁷
  • Ground state configuration: 1s² 2s² 2p⁶ 3s² 3p⁶ 3d⁷
  • Number of unpaired electrons (n) = 3
  • μ = √(3 × 5) = √15 ≈ 3.87 BM

Color of Coordination Compounds

When visible light falls on a complex, electrons from the lower t₂g level can absorb energy and jump to the higher e_g level. The color observed is complementary to the color of light absorbed.

Isomerism in Coordination Compounds

Stereoisomerism

  • Geometrical Isomerism: Due to different arrangements of ligands in space (e.g., cis-trans in square planar and octahedral complexes).
  • Optical Isomerism: Due to chiral complexes that are non-superimposable on their mirror images. They rotate plane-polarized light.

Structural Isomerism

  • Ionization Isomerism: Different ions are produced in solution (e.g., [Co(NH₃)₅Cl]SO₄ vs [Co(NH₃)₅SO₄]Cl).
  • Hydrate Isomerism: Water molecules differ in being inside or outside the coordination sphere.
  • Linkage Isomerism: A ligand can bind through two different atoms (e.g., NO₂⁻ vs ONO⁻).

Applications of Coordination Compounds

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