Zanonato P L, Di Bernardo P, Zhang Z, Gong Y, Tian G, Gibson J K, Rao L
Dipartimento di Scienze Chimiche, Università di Padova, via Marzolo 1, I-35131 Padova, Italy.
Glenn T. Seaborg Center, Lawrence Berkeley National Laboratory, Berkeley, CA 94720, USA.
Dalton Trans. 2016 Aug 9;45(32):12763-71. doi: 10.1039/c6dt01868h.
Hydrolysis of Th(iv) was studied in tetraethylammonium perchlorate (0.10 mol kg(-1)) at variable temperatures (283-358 K) by potentiometry and microcalorimetry. Three hydrolysis reactions, mTh(4+) + nH2O = Thm(OH)n((4m-n)+) + nH(+), in which (n,m) = (2,2), (8,4), and (15,6), were invoked to describe the potentiometric and calorimetric data for solutions with the [hydroxide]/[Th(iv)] ratio ≤ 2. At higher ratios, the formation of (16,5) cannot be excluded. The hydrolysis constants, *β2,2, *β8,4, and *β15,6, increased by 3, 7, and 11 orders of magnitude, respectively, as the temperature was increased from 283 to 358 K. The enhancement is mainly due to the significant increase of the degree of ionization of water as the temperature rises. All three hydrolysis reactions are endothermic at 298 K, with enthalpies of (118 ± 4) kJ mol(-1), (236 ± 7) kJ mol(-1), and (554 ± 4) kJ mol(-1) for ΔH2,2, ΔH8,4, and ΔH15,6 respectively. The hydrolysis constants at infinite dilution have been obtained with the specific ion interaction approach. The applicability of three approaches for estimating the equilibrium constants at different temperatures, including the constant enthalpy approach, the constant heat capacity approach and the DQUANT equation was evaluated with the data from this work.
通过电位滴定法和微量量热法,研究了在不同温度(283 - 358 K)下,四乙基高氯酸铵(0.10 mol kg⁻¹)中钍(IV)的水解情况。引入了三个水解反应,即mTh⁴⁺ + nH₂O = Thm(OH)n((4m - n)⁺) + nH⁺,其中(n,m) = (2,2)、(8,4)和(15,6),用于描述[氢氧根]/[钍(IV)]比值≤2的溶液的电位滴定和量热数据。在更高的比值下,不能排除(16,5)配合物的形成。随着温度从283 K升高到358 K,水解常数*β2,2、β8,4和β15,6分别增加了3、7和11个数量级。这种增强主要是由于温度升高时水的电离度显著增加。在298 K时,所有三个水解反应都是吸热的,ΔH2,2、ΔH8,4和ΔH15,6的焓分别为(118 ± 4)kJ mol⁻¹、(236 ± 7)kJ mol⁻¹和(554 ± 4)kJ mol⁻¹。采用特定离子相互作用方法获得了无限稀释时的水解常数。利用本工作的数据评估了三种估算不同温度下平衡常数的方法的适用性,包括恒定焓方法、恒定热容方法和DQUANT方程。