The kinetics of the reaction
(μ-H)2Ru3(CO)8(μ-P(t-Bu)2)2
+ H2 ⇄
(μ-H)2Ru3(CO)8(H)2(μ-P(t-Bu)2)2
have
been studied. The reaction of
(μ-H)2Ru3(CO)8(μ-P(t-Bu)2)2
with H2 has a rate law which is first-order in
cluster
concentration and in hydrogen pressure and inverse order in CO
pressure; on the basis of the rate law, activation
parameters, and deuterium kinetic isotope effect, hydrogen addition is
proposed to involve rapid, reversible dissociation
of a carbonyl ligand, followed by rate-determining oxidative addition
of hydrogen through a three-center transition
state at a single metal atom. Loss of hydrogen from
(μ-H)2Ru3(H)2(CO)8(μ-P(t-Bu)2)2
also involves reversible loss
of a carbonyl, followed by rate-determining reductive elimination of
molecular hydrogen. The reaction is highly
sensitive to the steric bulk of the phosphido substituents, as
(μ-H)2Ru3(CO)8(μ-PR2)2,
R = cyclohexyl and phenyl,
do not react with hydrogen. In addition, the rate of exchange with
13CO is much faster for R = t-Bu than for
R =
cyclohexyl. Based upon the temperature dependence of the
equilibrium constant for hydrogenation, the energy for
the unbridged Ru−Ru bond of
(μ-H)2Ru3(CO)8(μ-P(t-Bu)2)2
is estimated to be 47−59 kJ/mol, the low value being
attributed to steric strain.