Ligand substitution reactions involve the replacement of coordinated ligands in transition metal complexes as shown by figure 1. These reactions are fundamental in both stoichiometric and catalytic processes, often serving as the rate-determining step. They are usually an essential first step.
MLx+ nL' ⇌ MLx-n L’n + nL
Figure 1: General ligand substitution reaction scheme: L is the leaving ligand and L' is the incoming ligand.
Substitution mechanisms in organometallic chemistry resemble organic SN1 and SN2 reactions, following two primary pathways:
Associative (A or SN2 like)
The incoming ligand binds first, forming a higher-coordinate intermediate.
Common in 16-electron complexes (e.g., square planar d8 complexes of Ni(II), Pd(II), Pt(II)).
Figure 2: Second-order kinetics in the associative substitution of (η⁵-carbocycle)Rh(CO)₂ with PPh₃, following the rate law: d[product]/dt = k₂[(η⁵-carbocycle)Rh(CO)₂][PPh₃]
Dissociative (D or SN1 like)
A ligand dissociates first, creating a lower-coordinate intermediate before the new ligand binds.
Typical for 18-electron complexes, which must lose a ligand to become reactive.
Figure 3. Ligand substitution in tetrahedral Ni(CO)₄ proceeds through a dissociative mechanism, with CO dissociation as the rate-determining step, as evidenced by first-order kinetics (−d[Ni(CO)₄]/dt = *k*₁[Ni(CO)₄]) independent of incoming ligand. The transient Ni(CO)₃ intermediate rapidly reacts with incoming ligands (L = CO, PR₃) or undergoes isotopic exchange with *Ni(¹³CO)₄ in the gas phase. While recombination with CO faces minimal barriers, solvent coordination and steric effects of bulky ligands can significantly alter the reaction pathway energetics.
Factors influencing rates:
Nucleophile dependence: nucleophile dependence for soft, polarizable Pt(II) follows the trend PR₃ > py ≈ NH₃ > Cl⁻ > H₂O > OH⁻, spanning a rate range of approximately 10⁵.
Leaving group ability: decreases in the order NO₃⁻ > H₂O > Cl⁻ > Br⁻ > I⁻ > N₃⁻ > SCN⁻ > NO₂⁻ > CN⁻, reflecting the stability of the five-coordinate intermediate formed upon nucleophilic attack
Metal reactivity trend: rates decreasing in the order Ni(II) > Pd(II) ≫ Pt(II), a trend attributed to the varying ease of forming 18-electron five-coordinate intermediates
Trans Influence (Thermodynamic Effect)
Definition: The ability of a ligand to weaken the metal-ligand bond trans to itself in the ground state (static effect).
Cause: Strong σ-donation or π-backbonding from the ligand reduces electron density along the trans axis.
Trend:
R₃Si⁻ > H⁻ ≈ CH₃⁻ ≈ CN⁻ ≈ CO/olefins > PR₃ > NO₂⁻ ≈ I⁻ ≈ SCN⁻ > Br⁻ > Cl⁻ > NH₃ ≈ H₂O
Strong σ-donors (H⁻, CH₃⁻) and π-acceptors (CO, C₂H₄) have the greatest trans influence.
Definition: The ability of a ligand to accelerate substitution of the ligand trans to itself.
Cause:Ligands that are strong σ-donors and π-acceptors (CO, CN⁻, H⁻) show the strongest trans effect.
σ-donation: Weakens the trans M–L bond in the transition state.
π-acceptance: Stabilizes the 5-coordinate intermediate by delocalizing electron densityTrend:
CN⁻ ≈ CO ≈ C₂H₄ ≈ H⁻ > PR₃ > NO₂⁻ > I⁻ > Br⁻ > Cl⁻ > NH₃ > H₂O
Ligands that are strong σ-donors and π-acceptors (CO, CN⁻, H⁻) show the strongest trans effect.
Trend:
CN⁻ ≈ CO ≈ C₂H₄ ≈ H⁻ > PR₃ > NO₂⁻ > I⁻ > Br⁻ > Cl⁻ > NH₃ > H₂O
Key Features:
Extreme Lability: Substitution occurs up to 10³–10¹⁰ times faster than in 18e⁻ complexes.
Example: V(CO)₆ substitutes CO with PPh₃ at –70°C in 90 min, while [V(CO)₆]⁻ (18e⁻) is inert even in molten PPh₃.
Incoming ligand forms a 19e⁻ intermediate.
Net stabilization: 2 electrons fill a bonding orbital, while only 1 enters an antibonding orbital.
Some stable 19e⁻ complexes exist (e.g., [CpFe(CO)₂]•) if the extra electron resides on a ligand.
Steric effects: Bulky ligands (e.g., P(i-Pr)₃) slow substitution.
Hard bases (pyridine, THF) often cause disproportionation instead of substitution.
Persistent radicals like Mn(CO)₃(PR₃)₂ confirm associative pathways.
Challenges:
High Activation Energy: (25–37 kcal/mol, close to M–L bond energies).
Method | Example | Effect |
---|---|---|
Photolysis | Cr(CO)₆ + hν → Cr(CO)₅ + CO | Cleaves M–CO bonds |
Lewis base catalysis | Fe(CO)₅ + R₃P=O → Fe(CO)₄(PPh₃) | Lowers ΔG‡ |
Redox initiation | [Ni(CO)₄] → [Ni(CO)₃]⁺ + e⁻ | Generates 17e⁻ intermediate |
Radical chains | HRe(CO)₅ + hν → Re(CO)₅• + H• | Accelerates via radicals |
HRe(CO)₅ + PBu₃:
With light: Substitution in minutes.
Dark, ultra-pure: No reaction after 2 months.
Fe(CO)₅:
Pure: Unreactive below 90°C.
Trace impurities: Reacts at 60°C.
Observed in HRe(CO)₅ → HRe(CO)₃L₂:
Exclusive disubstitution (no mono-substituted product).
Oxygen inhibition (quenches radicals).
Photocatalyzed by Re(CO)₅•.
Strategy | Example |
---|---|
Brønsted/Lewis acids | Protonation of CO to labilize it |
Nucleophiles (R₃NO, MeO⁻) | Attack on CO to form unstable adducts |
Sonochemistry | Ultrasound-induced ligand dissociation |
16e⁻ complexes: Fast, associative, controlled by trans effects
17e⁻ complexes: Radical-driven, extremely labile
18e⁻ complexes: Require activation (light, redox, catalysts)
Design principles: Electron count and conditions dictate mechanism