...
首页> 外文期刊>Geochimica et Cosmochimica Acta: Journal of the Geochemical Society and the Meteoritical Society >Stability constants for mono- and dioxalato-complexes of Y and the REE, potentially important species in groundwaters and surface freshwaters
【24h】

Stability constants for mono- and dioxalato-complexes of Y and the REE, potentially important species in groundwaters and surface freshwaters

机译:Y和REE(地下水和地表淡水中潜在的重要物种)的单草酸酯和二草酸酯复合物的稳定性常数

获取原文
获取原文并翻译 | 示例
   

获取外文期刊封面封底 >>

       

摘要

We present the first measured set of stability constants for mono- and dioxalato-complexes of yttrium and all rare earths except Pm (Y+REE), (Ox)beta (n) = [MOx(n)(3-2n)] [M3+](-1) [Ox(2-)](-n)(where [ ] drop concentrations, M drop Y+REE, and OX2- drop C2O42-). Aqueous solutions of Y+REE were titrated with oxalic acid in the presence of a cation exchange resin, and Y+REE concentrations in the solution phase were measured by ICP-MS. This method allows investigation of all Y+REE simultaneously under identical conditions and is thus very sensitive to subtle inter-element variations in log (Ox)beta (n). Experiments were performed at a single ionic strength (I = 0.05 M), but at two values of pH. Patterns of log (Ox)beta (1), and log (Ox)beta (2), determined from our experiments, are similar in shape and reminiscent of those for carbonato-complexes. The average ratio of stepwise stability constants K-2/K-1 = (Ox)beta (2)((Ox)beta (1))(2) is 0.05 +/- 0.02 for Y+REE excluding La and Ce. Literature values of (Ox)beta (1)(Eu) for 0.03 mol/L less than or equal to I less than or equal to 1 mol/L were used to derive the relation log (Ox)beta (1)(Eu) = log (Ox)beta (0)(1)(Eu) - 6.132 rootI/(1 + 1.47 rootI) + 0.9021, where log (Ox)beta (0)(1)(Eu) is the stability constant at infinite dilution. Applying this relation to all Y+REE, the following values of log (Ox)beta (0)(1) (at zero ionic strength) were found: 6.66 (Y), 5.87 (La), 5.97 (Ce), 6.25 (Pr), 6.31(Nd), 6.43 (Sm), 6.52 (Eu), 6.53 (Gd), 6.63 (Tb), 6.74 (Dy), 6.77 (Ho), 6.83 (Er), 6.89' (Tm), 6.95 (Yb), 6.96 (Lu). These values, which are based on direct measurements for each individual Y+REE, agree quite well with published extrapolations that are mostly based on linear free-energy relationships. Total oxalate concentrations oil 10(-5)-10(-3) M have been reported for soil solutions. Free oxalate ions persist at much lower pH than free carbonate ions and a simple speciation model demonstrates that oxalato-complexes can dominate Y+REE speciation in mildly acidic groundwaters of low-to-moderate alkalinity. Copyright (C) 2001 Elsevier Science Ltd. [References: 51]
机译:我们提出钇和除稀土元素Pm(Y + REE),(Ox)beta(n)= [MOx(n)(3-2n)] [[x]以外的所有稀土元素的单和二恶草酸酯络合物的稳定常数的第一组测量值M3 +](-1)[Ox(2-)](-n)(其中[]下降浓度,M下降Y + REE,OX2-下降C2O42-)。在阳离子交换树脂的存在下,用草酸滴定Y + REE的水溶液,并通过ICP-MS测定溶液相中的Y + REE浓度。此方法允许在相同条件下同时研究所有Y + REE,因此对log(Ox)beta(n)中的细微元素间变化非常敏感。实验是在单一离子强度(I = 0.05 M),但在两个pH值下进行的。根据我们的实验确定的log(Ox)beta(1)和log(Ox)beta(2)模式在形状上相似,让人联想到碳酸盐复合物。对于Y + REE(不包括La和Ce),逐步稳定常数K-2 / K-1 =(Ox)beta(2)((Ox)beta(1))(2)的平均比率为0.05 +/- 0.02。 0.03 mol / L小于或等于I小于或等于1 mol / L的(Ox)beta(1)(Eu)文献值用于推导关系式(Ox)beta(1)(Eu) = log(Ox)beta(0)(1)(Eu)-6.132 rootI /(1 + 1.47 rootI)+ 0.9021,其中log(Ox)beta(0)(1)(Eu)是无限稀释时的稳定性常数。将此关系应用于所有Y + REE,发现log(Ox)beta(0)(1)(在零离子强度下)的以下值:6.66(Y),5.87(La),5.97(Ce),6.25( Pr),6.31(Nd),6.43(Sm),6.52(Eu),6.53(Gd),6.63(Tb),6.74(Dy),6.77(Ho),6.83(Er),6.89'(Tm),6.95 (Yb),6.96(Lu)。这些基于每个Y + REE的直接测量值的值与大多数基于线性自由能关系的已发布推断非常吻合。据报道,土壤溶液中草酸总浓度为10(-5)-10(-3)M。游离草酸根离子在比游离碳酸根离子低得多的pH值下持续存在,简单的物种模型表明,草酸络合物可在碱度为中度至中度的弱酸性地下水中主导Y + REE物种。版权所有(C)2001 Elsevier Science Ltd [参考:51]

著录项

相似文献

  • 外文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号