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About the stability of Au(NH3) 4 3+ in aqueous solution
Authors:I V Mironov
Institution:(1) Nikolaev Institute of Inorganic Chemistry, Siberian Division, Russian Academy of Sciences, pr. akademika Lavrent’eva 3, Novosibirsk, 630090, Russia
Abstract:The transformations of Au(OH) 4 ? in aqueous solutions (T = 20°C, I = 1) containing NH3 and NH 4 + (pH 8.1–8.5) were studied. The most pronounced changes in the system occur in the range 0 > log NH 4 + ] > ?2.0 (c Au = (1?10) × 10?4 mol/L, the monitoring time was about two weeks). When log NH 4 + ] > 0, Au(NH3) 4 3+ dominates together with the amido form Au(NH3)3NH 2 2+ ; when log NH 4 + ] < ?2.0, no changes in the spectra are observed, probably, because of the very low rate of the processes. As c Au increases in the indicated range, the polymerization rate grows. The equilibrium constant for Au(NH3)3OH2+ + NH3 = Au(NH3) 4 3+ + OH is log $ K_{4 OH, NH_3 } The transformations of Au(OH)4 in aqueous solutions (T = 20°C, I = 1) containing NH3 and NH4+ (pH 8.1–8.5) were studied. The most pronounced changes in the system occur in the range 0 > log NH4+] > −2.0 (c Au = (1−10) × 10−4 mol/L, the monitoring time was about two weeks). When log NH4+] > 0, Au(NH3)43+ dominates together with the amido form Au(NH3)3NH22+; when log NH4+] < −2.0, no changes in the spectra are observed, probably, because of the very low rate of the processes. As c Au increases in the indicated range, the polymerization rate grows. The equilibrium constant for Au(NH3)3OH2+ + NH3 = Au(NH3)43+ + OH is log$$
K_{4 OH, NH_3 } 
$$ = −4.2 ± 0.3. This constant was used together with other constants, taking into account possible ligand effects, to estimate the formation constant of Au(NH3)43+: logβ4 = 47 ± 1, E 3/0 = 0.64 ± 0.02 V, log$$
\beta _{4 OH, NH_3 } 
$$ = −8.5 ± 1 (substitution of 4 NH3 for 4 OH in Au(OH)4), log$$
\beta _{4 CI, NH_3 } 
$$ = 17.5 ± 1 (substitution of 4NH3 for 4Cl in AuCl4). Original Russian Text ? I.V. Mironov, 2008, published in Zhurnal Neorganicheskoi Khimii, 2008, Vol. 53, No. 4, pp. 711–715.
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