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Solid-solute phase equilibria in aqueous solution. XII. Solubility and thermal decomposition of smithsonite

机译:水溶液中的固溶相平衡。十二。铁矿的溶解度和热分解

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The solubility constant of ZnCO3, smithsonite, in aqueous NaClO4 solutions has been investigated as a function of temperature (288.15 less than or equal to T/K less than or equal to 338.15) at constant ionic strength l = 1.00 mol-kg(-1). In addition, the solubility of zinc carbonate has been determined at 2.00 and 3.00 mol-kg(-1) NaClO4 (298.15 K). The solubility measurements have been evaluated by applying the Davies approximation, the specific ion-interaction theory, and the Pitzer model, respectively. The thermodynamic interpretation leads to an internally consistent set of thermodynamic data for ZnCO3 (298.15 K): solubility constant log *K-ps0(0) = 7.25+/-0.10, standard Gibbs energy of formation Delta(f)G(circle minus) (ZnCO3) = (-737.3+/-0.6) kJ-mol(-1), standard enthalpy of formation Delta(f)H(circle minus)(ZnCO3) = (- 820.3+/-3.0) kJ-mol(-1) and standard entropy S-circle minus(ZnCO3) = (77+/-10)J-mol(-1)-K-1. Furthermore, the DSC curve for the thermal decarbonation of zinc carbonate has been recorded in order to obtain the enthalpy of formation Delta(f)H(circle minus)(ZnCO3) = (-820.2+/-2.0) from the heat of decomposition. Finally, our results are also consistent within the experimental error limits with a recent determination of the standard entropy of smithsonite, leading to a recommended set of thermodynamic properties of ZnCO3: Delta(f)G(circle minus)(ZnCO3) = (-737.3+/-0.6) kJ-mol(-1) Delta(f)H circle minus(ZnCO3) = (-818.9+/-0.6) kJ-mol(-1) S-circle minus(ZnCO3) = (81.2+/-0.2) J-mol(-1)-K-1. [References: 36]
机译:在恒定的离子强度l = 1.00 mol-kg(-1)下,研究了ZnCO3,铁锌矿在NaClO4水溶液中的溶解常数与温度(288.15小于或等于T / K小于或等于338.15)的关系。 )。此外,已确定碳酸锌的溶解度为2.00和3.00 mol-kg(-1)NaClO4(298.15 K)。分别通过应用戴维斯近似,特定离子相互作用理论和Pitzer模型评估了溶解度测量结果。热力学解释得出ZnCO3(298.15 K)的内部一致热力学数据集:溶解度常数log * K-ps0(0)= 7.25 +/- 0.10,标准吉布斯形成能Delta(f)G(圆减去) (ZnCO3)=(-737.3 +/- 0.6)kJ-mol(-1),标准形成焓Delta(f)H(圆减去)(ZnCO3)=(-820.3 +/- 3.0)kJ-mol(- 1)和标准熵S圆减(ZnCO3)=(77 +/- 10)J-mol(-1)-K-1。此外,已记录了碳酸锌热脱碳的DSC曲线,以便从分解热中获得形成焓Delta(f)H(圆减去)(ZnCO3)=(-820.2 +/- 2.0)。最后,我们的结果在最近确定的新铁矿标准熵的实验误差范围内也是一致的,从而得出了推荐的一组ZnCO3热力学性质:Delta(f)G(圆减去)(ZnCO3)=(-737.3 +/- 0.6)kJ-mol(-1)Delta(f)H圆减(ZnCO3)=(-818.9 +/- 0.6)kJ-mol(-1)S圆减(ZnCO3)=(81.2 + / -0.2)J-mol(-1)-K-1。 [参考:36]

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