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In the reaction scheme for the solvent exchange reaction of 1, RuCl 2(Hdpa)(dmso-S(l, dmso-S2, A;
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2(Hdpa)(dmso-S(l))(dmso-S(2))], A;
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RuCl2(Hdpa, dmso-S(l, dmso-S(2, B1; [RuCl 2(Hdpa)(dmso-S(l, dmso-S(2, B2; [RuCl2(Hdpa, dmso-S(l, dmso-S(2, C; the rate of the disappearance of A and the formation of B1, B2 is given by the following equations: d[A]/dt, k1e1, k1e2)[A] and d[Bl, B2]/dt, k1el, k1e2)[A, k1e2[B1, k1e1 [B2] When K=1 and so [B1, B2, d[Bl, B2]/dt, k1e1 +k1e2)[A, l/2(k 1e1, 1e2)[Bl, B2] Thus, integrating Eq. 1 and Eq. 3 give: [A, A]0e-(k1e1+k1e2)t and [Bl, B2, 2[A]0(e-1/2(k1e1+k1e2)t- e, k1e1+k1e2)t, 5, respectively, where [A]0 is initial concentration
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1e2) (8).
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