首页> 外文期刊>Contributions to Mineralogy and Petrology >Mineral-melt partition coefficients and the problem of multiple substitution mechanisms: insights from the rare earths in forsterite and protoenstatite
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Mineral-melt partition coefficients and the problem of multiple substitution mechanisms: insights from the rare earths in forsterite and protoenstatite

机译:矿物熔体分区系数和多种替代机制问题:从野外稀土和野生术中的罕见地球洞察

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摘要

A trace element may substitute into a mineral by more than one substitution mechanism, complicating the thermodynamic description of its partition coefficients. In order to understand this phenomenon better, the mineral/melt partition coefficients for all 14 rare earth elements (REE) plus Y and Sc were measured experimentally for coexisting forsterite and protoenstatite in the system CaO-MgO-SiO2 ± Al2O3 ± TiO2 at 1406 °C and atmospheric pressure. For both phases, the results show these large trivalent cations (REE~(3+)) replace Mg~(2+) on octahedral sites, but with charge-balance achieved by two different mechanisms: (1) cation vacancies (2 REE~(3+) + vacancy = 3 Mg~(2+)); and (2) substitution of Al for Si (REE~(3+) +Al~(3+) = Mg~(2+) + Si~(4+)). The overall REE partition coefficient is the sum of the partition coefficients for each substitution mechanism. Because the stoichiometric control is different for each mechanism, the relative importance of the mechanism varies with melt composition, including the activities of both silica and alumina in the melt (a_(sio2)~(melt) and a_(alo_(1.5)~(melt)). The coexistence of forsterite and protoenstatite fixes the silica activity, allowing the effect of a_(AlO_(1.5)~(melt) to be separated from that of a_(sio2)~(melt) The relative importance of the two mechanisms depends strongly on the identity of the REE for forsterite, but not for protoenstatite. The results are used to test the lattice strain model: the two substitution mechanisms in forsterite imply different values for the Young's modulus in the Brice equation, despite the fact that the REE3+ cations likely occupy the same crystallographic site in both mechanisms, casting doubt on the physical basis of the lattice strain theory. Comparison with literature data confirms earlier observations that the activity coefficients of REE2O3 in silicate melts decrease with increasing SiO2 content of the melt, but the effect decreases with increasing atomic number, from La to Lu, and is almost negligible for Sc. The influence of melt composition should apply to the mineral/melt REE partition coefficients of all other minerals. Recognizing that observed mineral/melt partition coefficients are often the sums of contributions from multiple substitution mechanisms, each with its own dependence on both crystal composition and the stoichiometric control from the melt composition, will improve parameterizations of the mineral/melt partition coefficients of other rock-forming minerals. Partition coefficients for Na, Al, Ca, Ti, and Zr are also reported.
机译:痕量元素可以通过多于一种替换机制替代矿物质,使其分区系数的热力学描述复杂化。为了理解这种现象更好,在实验上实验测量所有14个稀土元素(REE)加y和Sc的矿物/熔体分配系数,用于在1406°处在系统CaO-MgO-SiO 2±Al2O3±TiO2中共存叉炉和原晶岩C和大气压。对于这两种阶段,结果显示这些大型三价阳离子(REE〜(3+))替换八面体场地上的Mg〜(2+),但通过两种不同的机制实现的电荷余量:(1)阳离子障碍(2 REE〜 (3+)+空位= 3 mg〜(2+)); (2)替代Al的Si(REE〜(3+)+ Al〜(3+)= Mg〜(2+)+ Si〜(4+))。整体REE分区系数是每个替换机制的分区系数的总和。因为化学计量对每个机制不同,所以该机制的相对重要性随熔融组合物而变化,包括二氧化硅和氧化铝在熔体中的活性(A_(SiO 2)〜(熔体)和A_(ALO_(1.5)〜(熔体)。Forsterite和Protoenstatate的共存固定二氧化硅活性,允许α_(alo_(1.5)〜(熔体)与a_(siO2)〜(熔体)的相对重要性分离的作用强烈依赖于FEE的REE的身份,但不适用于原型术。结果用于测试晶格菌株模型:Forsterite中的两种替换机制暗示了BRICE等式中的杨氏模量的不同值。事实Ree3 +阳离子可能在两个机制中占据相同的晶体位点,对晶格应变理论的物理基础施加疑问。与文献数据的比较证实了硅酸盐中REE2O3的活性系数的早期观察结果随着SiO 2含量的增加,熔体降低,但随着原子序数的增加,来自LA对Lu的效果降低,并且SC几乎可以忽略不计。熔融组合物的影响应适用于所有其他矿物质的矿物/熔体REE分配系数。认识到观察到的矿物/熔体分配系数通常是来自多种取代机制的贡献的总和,各自对晶体组合物的依赖性和来自熔体组合物的化学计量控制,将改善其他岩石的矿物/熔体分配系数的参数化 - 地形矿物质。还报道了Na,Al,Ca,Ti和Zr的分区系数。

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