Thermodynamic vs Kinetic Stability in Coordination Compounds
In coordination chemistry, the stability of metal complexes is described in two distinct ways: thermodynamic stability and kinetic stability. These concepts are independent, meaning a complex can be thermodynamically stable but kinetically labile, or vice versa.
Thermodynamic Stability
Thermodynamic stability refers to the extent to which a complex forms or remains intact at equilibrium. It measures how favorable the complex is energetically compared to its dissociated components.
- Quantified by the formation constant (Kf) or stability constant (β).
- High Kf indicates strong metal-ligand bonds and a favorable equilibrium (large negative ΔG).
- Depends on factors like chelate effect, crystal field stabilization energy (CFSE), metal ion charge/size, and ligand basicity.
Example: Complexes with chelating ligands (e.g., ethylenediamine) are more thermodynamically stable than those with monodentate ligands (e.g., ammonia) due to the chelate effect.
Kinetic Stability
Kinetic stability refers to the rate at which a complex undergoes ligand substitution or decomposition. It is about the activation energy barrier for reactions.
- Labile complexes: Fast ligand exchange (substitution in <1 minute).
- Inert complexes: Slow ligand exchange (high activation energy barrier).
- Determined by electronic configuration (e.g., high CFSE often leads to inertness), geometry, and mechanism (associative or dissociative).
Factors Determining Kinetic Inertness (Octahedral Complexes)
| d-Electron Configuration | CFSE Loss in Transition State | Kinetic Behavior | Examples |
|---|---|---|---|
| d3 | High (loses large CFSE) | Inert | Cr3+ |
| d6 low-spin | High | Inert | Co3+, Fe2+ |
| d4 low-spin, d5 low-spin | Moderate to high | Usually inert | Mn3+, Fe3+ |
| d8 (square planar) | Low barrier | Labile | Ni2+, Pd2+, Pt2+ |
| d1, d2, d4–d7 high-spin | Low | Labile | Most first-row transition metals |
Differences
| Aspect | Thermodynamic Stability | Kinetic Stability |
|---|---|---|
| Definition | Equilibrium position (how much complex exists) | Reaction rate (how fast substitution occurs) |
| Measurement | Stability constant (Kf or β) | Rate of ligand substitution (labile vs inert) |
| Focus | Energy difference between reactants and products | Activation energy barrier |
| Independence | A complex can be thermodynamically stable but kinetically labile, or thermodynamically unstable but kinetically inert. | |
Examples
- Thermodynamically stable and kinetically labile: [Ni(CN)4]2- – High K_f but rapid substitution.
- Thermodynamically stable and kinetically inert: [Co(NH3)6]3+ – High stability constant and slow ligand exchange (low-spin d6 configuration with high CFSE).
- Kinetically inert (often Cr3+ or Co3+ complexes): [Cr(NH3)6]3+ – d3 configuration leads to high activation energy for substitution.
Factors Influencing Stability
- Irving-Williams order for thermodynamic stability: Mn2+ < Fe2+ < Co2+ < Ni2+ < Cu2+ > Zn2+.
- High CFSE (e.g., d3, low-spin d6) often correlates with both high thermodynamic stability and kinetic inertness.
Important Examples for Exams
| Complex | Geometry | d Configuration | Thermodynamic Stability | Kinetic Behavior | Reason |
|---|---|---|---|---|---|
| [Ni(CN)4]2– | Square planar | d8 (Ni2+) | Stable (high β) | Labile | Square planar complexes undergo fast associative substitution |
| [Cr(CN)6]3– | Octahedral | d3 (Cr3+) | Stable | Inert | High CFSE, large CFSE loss in TS |
| [Mn(CN)6]3– | Octahedral | d4 low-spin (Mn3+) | Stable | Inert | Strong field CN–, significant CFSE |
| [Co(NH3)6]3+ | Octahedral | d6 low-spin | Stable | Inert | Classic inert complex |
| [CoF6]3– | Octahedral | d6 high-spin | Less stable | Labile | Weak field F– |
• Thermodynamic stability → high β or Kf
• Kinetic inertness → d3, low-spin d6, low-spin d4/d5 octahedral; square planar d8 usually labile
• Strong-field ligands (CN⁻, CO, NH3) → both stable & often inert (except Ni2+ square planar)
• Weak-field ligands (F⁻, H2O for 2+ ions) → labile