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Chemistry · Ch 9 — Coordination Compounds

Stability of the coordination compounds

9.8

Stability of the coordination compounds

The stability of a coordination compound reflects how strongly its metal-ligand interactions hold it together, and this can be measured quantitatively through the complex's stability (formation) constant, K. Since the metal-ligand interaction is itself a Lewis acid-Lewis base interaction (the metal ion accepting an electron pair, the ligand donating one -- as introduced in section 9.1), a STRONGER acid-base interaction produces a MORE stable complex. For the general complex-formation equilibrium Ma⊕+nLx−⇌[MLn]a⊕+nxM^{a\oplus}+nL^{x-} \rightleftharpoons [ML_n]^{a\oplus+nx} (where a, x and (a+nx) are the charges on the free metal ion, the free ligand, and the resulting complex ion respectively), the equilibrium constant is written K=[MLn]a⊕+nx[Ma⊕][Lx−]nK=\dfrac{[ML_n]^{a\oplus+nx}}{[M^{a\oplus}][L^{x-}]^n}. A LARGER value of K means the equilibrium sits further toward the complex ion side, i.e. a thermodynamically MORE stable complex. Three worked equilibria illustrate the huge range these constants can span: Ag⊕+2CN−⇌[Ag(CN)2]−\text{Ag}^{\oplus}+2\text{CN}^-\rightleftharpoons[\text{Ag(CN)}_2]^-, K=5.5×1018K=5.5\times10^{18}; Cu2⊕+4CN−⇌[Cu(CN)4]2−\text{Cu}^{2\oplus}+4\text{CN}^-\rightleftharpoons[\text{Cu(CN)}_4]^{2-}, K=2.0×1027K=2.0\times10^{27}; and Co3⊕+6NH3⇌[Co(NH3)6]3⊕\text{Co}^{3\oplus}+6\text{NH}_3\rightleftharpoons[\text{Co(NH}_3)_6]^{3\oplus}, K=5.0×1033K=5.0\times10^{33}. …

Table 9.4Stability constants of some complexes

Ag+ + 2CN- <=> [Ag(CN)2]-, K = 5.5 x 10^18

Cu2+ + 4CN- <=> [Cu(CN)4]2-, K = 2.0 x 10^27

Co3+ + 6NH3 <=> [Co(NH3)6]3+, K = 5.0 x 10^33

Ordering by K (largest = most stable): [Co(NH3)6]3+ > [Cu(CN)4]2- > [Ag(CN)2]-. A bigger K means the equilibrium lies further toward the complex ion, so more of the free met …