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The kinetics of the reaction (μ-H) 2 Ru 3 (CO) 8 (μ-P( t -Bu) 2 ) 2 + H 2 ⇄ (μ-H) 2 Ru 3 (CO) 8 (H) 2 (μ-P( t -Bu) 2 ) 2 have been studied. The reaction of (μ-H) 2 Ru 3 (CO) 8 (μ-P( t -Bu) 2 ) 2 with H 2 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) 2 Ru 3 (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) 2 Ru 3 (CO) 8 (μ-PR 2 ) 2, R = cyclohexyl and phenyl, do not react with hydrogen. In addition, the rate of exchange with 13 CO 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) 2 Ru 3 (CO) 8 (μ-P( t -Bu) 2 ) 2 is estimated to be 47−59 kJ/mol, the low value being attributed to steric strain.
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Safarowic et al. (1996) studied this question.
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