首页> 外文期刊>Journal of Solution Chemistry >Dioxouranium(VI)-Carboxylate Complexes. Interaction of ${rm OU}_{2}^{2+}$ with 1,2,3,4,5,6-Benzenehexacarboxylate (Mellitate) in 0 ≤ I(NaCl a q ) ≤ 1.0 mol·L ?1
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Dioxouranium(VI)-Carboxylate Complexes. Interaction of ${rm OU}_{2}^{2+}$ with 1,2,3,4,5,6-Benzenehexacarboxylate (Mellitate) in 0 ≤ I(NaCl a q ) ≤ 1.0 mol·L ?1

机译:Dioxouranium(VI)-羧酸盐配合物。 $ {rm OU} _ {2} ^ {2 +} $与1,2,3,4,5,6-苯六甲酸酯(偏苯二酸酯)在0≤I(NaCl水溶液)≤1.0 mol·中的相互作用L?1

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The formation constants of dioxouranium(VI)—1,2,3,4,5,6-benzenehexacarboxy- late [mellitate(6?)] complexes were determined in NaCl aqueous solutions at 0.1 ≤ I ≤ 1.0 mol·L?1 and t = 25 °C by ISE-[H+] glass-electrode potentiometry. The speciation model obtained at each ionic strength includes the following species: ML4?, MLH3?, MLH2 2 ?, MLH3 ?, M2L2?, MLOH5? and ML(OH)2 6? (M = UO2 2 + and L6? = mellitate). The ionic strength dependence of the protonation constants of mellitate and of the metal-ligand complexes was investigated using the SIT (Specific Ion Interaction Theory) approach. Formation constants at infinite dilution are [for the generic equilibrium $p{rm UO}_{rm 2}^{{rm 2 + }} + q({rm L}^{{rm 6} - }) + r{rm H}^{rm + }rightleftharpoons({rm UO}_{rm 2}^{{rm 2 +}})_p({rm L})_q {rm H}_r^{(2p - 6q + r)};,beta _{pqr}$ ]: log10 β 110 = 10.155, log10 β 111 = 16.084, log10 β 112 = 20.749, log10 β 113 = 24.038, log10 β 210 = 17.936, log10 β 11?1 = 2.327 and log10 β 11?2 = ?6.804. Simple linear relationships between the formation constants and the stoichiometric coefficients of reactants are reported. The sequestering capacity of mellitate towards UO2 2+ was quantified using a sigmoid Boltzman-type equation.
机译:在0.1≤I≤1.0mol·L?1 <的NaCl水溶液中测定二氧杂鎓(VI)-1,2,3,4,5,6-苯六羧基-晚[mellitate(6?)]配合物的形成常数。 / sup>和ISE- [H + ]玻璃电极电位法测得的t = 25°C。在每种离子强度下获得的形态模型包括以下物种:ML4?,MLH3?,MLH2 2?,MLH3 , M2 L2?,MLOH5?和ML(OH)2 6?(M = UO2 2 + 和L6 ? =融化。使用SIT(特定离子相互作用理论)方法研究了铝酸盐和金属配体配合物的质子化常数对离子强度的依赖性。无限稀释时的形成常数为[对于一般平衡$ p {rm UO} _ {rm 2} ^ {{rm 2 +}} + q({rm L} ^ {{rm 6}-})+ r {rm H} ^ {rm +} rightleftharpoons({rm UO} _ {rm 2} ^ {{rm 2 +}})_ p({rm L})_ q {rm H} _r ^ {(2p-6q + r)} ;,beta _ {pqr} $]:log10 β110 = 10.155,log10 β111 = 16.084,log10 β112 = 20.749,log10 β113 = 24.038,log10 β210 = 17.936,log10 β11?1 = 2.327和log10 β11?2 =?6.804。报道了形成常数和反应物的化学计量系数之间的简单线性关系。采用乙状玻尔兹曼型方程定量分析了熔体对UO2 2 + 的螯合能力。

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