Reaction Mechanisms of Coordination Compounds

outer-sphere electron transfer

/ outer-sphere /

Two people stand a short distance apart, each keeping their own coat on, and one quietly passes the other a coin without either of them stepping closer or sharing anything physical. That is the spirit of outer-sphere electron transfer: one complex hands an electron to another while both keep their full coordination shells intact. Nothing is shared, no bonds are made or broken — only the electron jumps across.

In the outer-sphere mechanism, the two metal complexes drift together into a loose encounter pair, their inner coordination spheres still complete and untouched, and an electron tunnels from one metal to the other across that gap. Because no metal-ligand bonds break, this pathway is the natural choice when both complexes are kinetically inert (their ligands cannot leave fast enough to build a bridge anyway). There is a subtle but important prerequisite, the Franck-Condon principle: an electron jumps far faster than nuclei can move, so before the transfer the two complexes must distort their bond lengths and reorganize the surrounding solvent until the donor and acceptor reach the same nuclear geometry. Only at that matched configuration can the electron move without violating energy conservation. The energy needed for this pre-arrangement, the reorganization energy, is the heart of the rate.

Outer-sphere transfer is the cleaner, more analyzable of the two electron-transfer mechanisms, and it is the one Marcus theory was built to describe quantitatively. It governs self-exchange reactions, where an electron hops between identical complexes in different oxidation states (such as [Fe(CN)6]4- handing an electron to [Fe(CN)6]3-) with no net chemical change, and it underlies a great deal of biological and inorganic redox where reactants stay intact. The honest contrast is with the inner-sphere mechanism, where the two metals do reach out and share a bridging ligand — a fundamentally different route that Taube distinguished experimentally.

When [Fe(CN)6]4- meets [Fe(CN)6]3-, an electron simply hops between them with both octahedra staying fully intact — a self-exchange that leaves no net products and is the textbook outer-sphere reaction.

Self-exchange between intact complexes is the purest example of the outer-sphere pathway.

Outer-sphere transfer needs no ligand exchange, so it is the default route when both partners are inert. The rate is governed not by bond breaking but by reorganization energy — the cost of distorting bonds and solvent so donor and acceptor share one nuclear geometry before the electron moves.

Also called
outer-sphere mechanism外层电子转移外界機制