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Bridging the water solubility and ion diffusivity in the mantle silicates by a thermodynamic model

机译:通过热力学模型弥合地幔硅酸盐中的水溶解度和离子扩散性

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Water solubility in Mg-endmember silicates is suggested to correlate with cation diffusivity. This study proposes a thermodynamic model by introducing the concept of transient Frenkel defect for Mg ions to quantify the relationship between water solubility and Mg diffusivity in mantle silicates. The formation of the Mg transient Frenkel defect is regarded as the escape of Mg from Mg-O polyhedron, and the concentration of Mg transient vacancy is considered as its statistical probability in silicate minerals. The proposed thermodynamic model reveals that the formation energy for Mg transient vacancy (Delta G(tr)) is approximately Delta G/6 (Delta G is activation energy for Mg diffusion in silicates) for silicates with Mg-O-6 octahedra, such as enstatite, forsterite, wadsleyite, and ringwoodite, and 5 Delta G/12 for bridgmanite and post-perovskite. This observation implies a possible diffusion mode of Mg through transient vacancies. Our model connects water solubility and ion diffusivity in silicates.
机译:建议用硅酸盐硅酸盐中的水溶性与阳离子扩散率相关。本研究通过引入MG离子的瞬态弗雷塞缺损的概念来提出热力学模型,以量化地幔硅酸盐中的水溶性与Mg扩散性之间的关系。 Mg瞬态骨折缺陷的形成被认为是Mg-O Polyhron的Mg逃逸,并且Mg瞬态空位的浓度被认为是硅酸盐矿物质中的统计概率。所提出的热力学模型揭示了Mg瞬态空位的形成能量(Delta G(Tr))是ΔG/ 6(Delta G是用于硅酸盐的Mg扩散的激活能量),用于硅酸盐,例如Enstatite,Forsterite,Wadsleyite和Ringwoodite,以及Bridgmanite和Perovskite的5 Delta G / 12。该观察意味着通过瞬态空位来实现MG的可能扩散模式。我们的模型在硅酸盐中连接水溶解度和离子扩散率。

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