首页> 外文期刊>Geochimica et Cosmochimica Acta: Journal of the Geochemical Society and the Meteoritical Society >Theoretical estimates of equilibrium sulfur isotope effects in aqueous sulfur systems: Highlighting the role of isomers in the sulfite and sulfoxylate systems
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Theoretical estimates of equilibrium sulfur isotope effects in aqueous sulfur systems: Highlighting the role of isomers in the sulfite and sulfoxylate systems

机译:含水硫系统中平衡硫同位素效应的理论估计:突出异构体在亚硫酸盐和亚硫酸盐系统中的作用

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We present theoretical calculations for all three isotope ratios of sulfur (S-33/S-32, S-34/S-32, S-36/S-32) at the B3LYP/6-31+G(d, p) level of theory for aqueous sulfur compounds modeled in 30-40H(2)O clusters spanning the range of sulfur oxidation state (S-n, n = -2 to +6) for estimating equilibrium fractionation factors in aqueous systems. Computed (34)beta values based on major isotope (S-34/S-32) reduced partition function ratios (RPFRs) scale to a first order with sulfur oxidation state and coordination, where (34)beta generally increase with higher oxidation state and increasing coordination of the sulfur atom. Exponents defining mass dependent relationships based on beta values ((x/34)kappa = ln((x)beta)/ln((34)beta), x = 33 or 36) conform to tight ranges over a wide range of temperature for all aqueous compounds ((33/34)kappa approximate to 0.5148-0.5159, (36/34)kappa approximate to 1.89-1.90 from T >= 0 degrees C). The exponents converge near a singular value for all compounds at the high temperature limit ((33/34)kappa(T ->infinity) = 0.51587 +/- 0.00003 and (36/34)kappa(T ->infinity) = 1.8905 +/- 0.0002; 1 s.d. of all computed compounds), and typically follow trends based on oxidation state and coordination similar to those seen in (34)beta values at lower temperatures. Theoretical equilibrium fractionation factors computed from these beta-values are compared to experimental constraints for HSO3T(aq)-/SO2(g, aq), SO2(aq)/SO2(g), H2S(aq)/H2S(g), H2S(aq)/HS(aq)-, SO4(aq)2-/H2ST(aq), S2O3(aq)2- (intramolecular), and S2O3(aq)2-/H2ST(aq), and generally agree within a reasonable estimation of uncertainties. We make predictions of fractionation factors where other constraints are unavailable. Isotope partitioning of the isomers of protonated compounds in the sulfite and sulfoxylate systems depend strongly on whether protons are bound to either sulfur or oxygen atoms. The magnitude of the HSO3T-/SO32- major isotope (S-34/S-32) fractionation factor is predicted to increase with temperature from 0 to 70 degrees C due to the combined effects of the large magnitude (HS)(O3)(-)/SO32- fractionation factor (1000ln(34)alpha((HO)bisulfite-sulfite) = 19.9 parts per thousand, 25 degrees C) relative to the (HO)SO2-/SO32- fractionation factor (1000ln(34)alpha((HO)bisulfite-sulfite) = -2.2 parts per thousand, 25 degrees C), and the increased stability of the (HS)O-3(-) isomer with increasing temperature. We argue that isomerization phenomenon should be considered in models of the sulfur cycle, including models that describe the overall sulfur isotope fractionations associated with microbial metabolism (e.g., microbial sulfate reduction). (C) 2016 Elsevier Ltd. All rights reserved.
机译:我们介绍了在B3LYP / 6-31 + G(d,p)下硫的所有三种同位素比(S-33 / S-32,S-34 / S-32,S-36 / S-32)的理论计算在30-40H(2)O簇中建模的水平硫化合物理论水平,该簇跨越硫氧化态(Sn,n = -2至+6)范围,用于估计水性系统中的平衡分馏因子。基于主要同位素(S-34 / S-32)减少的分配函数比(RPFR)的计算(34)beta值随着硫的氧化态和配位而缩放到一阶,其中(34)beta通常随着较高的氧化态而增加增加硫原子的配位。基于β值((x / 34)kappa = ln((x)beta)/ ln((34)beta),x = 33或36)定义质量依赖关系的指数符合在很宽的温度范围内所有水性化合物(从T> = 0°C到((33/34)kappa约为0.5148-0.5159,(36/34)kappa约为1.89-1.90)。在高温极限下,所有化合物的指数收敛于奇异值((33/34)kappa(T-> infinity)= 0.51587 +/- 0.00003和(36/34)kappa(T-> infinity)= 1.8905 + -0.0002;所有计算化合物的1 sd),并且通常遵循基于氧化态和配位的趋势,类似于在较低温度下的(34)beta值中看到的趋势。从这些beta值计算出的理论平衡分馏因子与HSO3T(aq)-/ SO2(g,aq),SO2(aq)/ SO2(g),H2S(aq)/ H2S(g),H2S的实验约束条件进行比较(aq)/ HS(aq)-,SO4(aq)2- / H2ST(aq),S2O3(aq)2-(分子内)和S2O3(aq)2- / H2ST(aq),通常在合理估计不确定性。我们对其他约束不可用的情况下的分离因子进行预测。在亚硫酸盐和亚硫酸盐系统中质子化化合物的异构体的同位素分配在很大程度上取决于质子是与硫原子还是与氧原子键合。 HSO3T- / SO32-主要同位素(S-34 / S-32)的分离系数的大小由于温度(HS)(O3)( -)/ SO32-分馏因子(1000ln(34)alpha((HO)亚硫酸氢盐)= 19.9千分之一,25摄氏度)相对于(HO)SO2- / SO32-分馏因子(1000ln(34)alpha ((HO)亚硫酸氢盐-亚硫酸盐)= -2.2千分之一,25摄氏度),并且(HS)O-3(-)异构体的稳定性随温度升高而增加。我们认为异构化现象应在硫循环模型中考虑,包括描述与微生物代谢有关的整体硫同位素分馏(例如微生物硫酸盐还原)的模型。 (C)2016 Elsevier Ltd.保留所有权利。

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