首页> 外文期刊>Journal of the Chemical Society, Dalton Transactions. Inorganic Chemistry >Equilibria and dynamics in binary and ternary uranyl oxalate and acetate/fluoride complexes
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Equilibria and dynamics in binary and ternary uranyl oxalate and acetate/fluoride complexes

机译:二元和三元草酸铀酸酯和醋酸盐/氟化物络合物的平衡和动力学

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The formation of ternary UO_2(ac)_pF_q~(2-p-q) (p=1 or 2 and q=1-3) complexes, and their equilibrium constants were investigated by potentiometric titrations and ~(19)F NMR spectroscopy. The equilibrium constants have been determined from the emf data in a NaClO_4 medium at constant sodium concentration, [Na~+]=1.00 M at 25 deg C, except for the UO_2(ac)F_3~(2-) complex where ~(19)F NMR at -5 deg C was used. The magnitude of the equilibrium constant for the stepwise addition of fluoride indicates that prior co-ordination of acetate has only a small effect on the subsequent bonding of fluoride. The acetate exchange in the ternary UO_2(ac)F_3~(2-) complex was studied using ~(19)F NMR. Through magnetisation transfer experiments, it was possible to confirm the provisional mechanism from a previous study and also the consistency of the rate constants for the five different exchange pathways required to describe the fluoride exchange. The exchange takes place via the intermadiate UO_2F_3(H_2O_2)_2~-, indicating that the acetate exchange follows an interchange mechanism with solvent participation in the transition state. The rates and mechanisms of the ligand exchange reactions in UO_2(ox)_2(H_2O)~(2-) and UO_2(ac)_2(H_2O) have been studied using ~(13)C NMR techniques at -5 deg C. The rate law is #nu#=#kappa#[complex][ligand], and the second order rate constant and the activation parameters for both systems have been determined. The reactions most likely take place through an Eigen-Wilkins type of mechanism, where the first step is a pre-equilibrium of an outer-sphere complex followed by a rate determining exchange of water. The rate constants for the water exchange reactions are very similar to that UO_2(H_2O)_5~(2+). The information from the binary oxalate system rules out the formation of UO_2(ox)_2(H_2O)~(2-) as an intermediate in the exchange reactions in the previously studied UO_2(ox)_2F~(3-), also in the case confirming a previously suggested exchange mechanism. The H~+/D~+ isotope effects and a linear free energy relationship suggest that the main catalytic effect of H~+ on ligand exchange rates is due to the formation of a protonated precursor. Hence, the catalytic effect depends on the basicity of the ligand and the site for the proton attack.
机译:三元UO_2(ac)_pF_q〜(2-p-q)(p = 1或2和q = 1-3)配合物的形成及其平衡常数通过电位滴定和〜(19)F NMR光谱进行了研究。根据NafO_4介质中的恒定浓度钠盐[Na〜+] = 1.00 M在25摄氏度下的电动势数据确定平衡常数,除了UO_2(ac)F_3〜(2-)络合物中〜(19使用-5℃的1 F NMR。逐步加入氟化物的平衡常数的大小表明,乙酸盐的预先配位对随后的氟化物键合只有很小的影响。使用〜(19)F NMR研究了三元UO_2(ac)F_3〜(2-)配合物中的乙酸盐交换。通过磁化转移实验,有可能从先前的研究中证实其临时机制,并且可以证实描述氟化物交换所需的五种不同交换途径的速率常数的一致性。交换是通过中间体UO_2F_3(H_2O_2)_2〜-进行的,这表明乙酸酯交换遵循一种交换机制,溶剂以过渡态参与。使用〜(13)C NMR技术在-5℃下研究了UO_2(ox)_2(H_2O)〜(2-)和UO_2(ac)_2(H_2O)中配体交换反应的速率和机理。速率定律是#nu#=#kappa#[复杂] [配体],并且已经确定了两个系统的二阶速率常数和激活参数。该反应最有可能通过本征-威尔金斯类型的机理发生,其中第一步是外球络合物的预平衡,然后确定水交换的速率。水交换反应的速率常数与UO_2(H_2O)_5〜(2+)非常相似。来自二元草酸盐系统的信息排除了在先前研究的UO_2(ox)_2F〜(3-)中作为交换反应中间体的UO_2(ox)_2(H_2O)〜(2-)的形成。确认先前建议的交换机制的案例。 H〜+ / D〜+同位素效应和线性自由能关系表明,H〜+对配体交换速率的主要催化作用是由于质子化前体的形成。因此,催化作用取决于配体的碱性和质子攻击的部位。

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