日本地球惑星科学連合2021年大会

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セッション記号 S (固体地球科学) » S-GC 固体地球化学

[S-GC32] Volatiles in the Earth - from Surface to Deep Mantle

2021年6月5日(土) 13:45 〜 15:15 Ch.23 (Zoom会場23)

コンビーナ:羽生 毅(海洋研究開発機構 海域地震火山部門)、E Gray Bebout(Lehigh University)、佐野 有司(東京大学大気海洋研究所海洋地球システム研究系)、角野 浩史(東京大学大学院総合文化研究科広域科学専攻広域システム科学系)、座長:佐野 有司(高知大学海洋コア総合研究センター)、羽生 毅(海洋研究開発機構 海域地震火山部門)

13:45 〜 14:15

[SGC32-05] H/D partitioning between forsterite, wadsleyite and ringwoodite : ab initio free energy calculation

★Invited Papers

*土屋 旬1、土屋 卓久1 (1.愛媛大学地球深部ダイナミクス研究センター)

キーワード:第一原理計算、高圧、H/D分配

Deuterium is the heavy stable isotope of hydrogen. The D/H ratio shows large variation in various astronomical bodies such as protosolar nebula (2x10-5), Earth (SMOW= 1.5 x 10-4, average seawater), Venus (1.6x10-2) and carbonaceous chondrites (~2x10-4) (e.g. Saal et al. 2013). Many studies are conducted to determine the D/H ratio in various rocks with different origins of the Earth, since this may be the key to understand the evolutional history and the origin of water of the Earth.
Many studies suggest that hydrous minerals in subducting cold slabs can transport water into deep Earth’s interiors. There is a possibility that several times of sea water exist in the transition zone at depth between 410km and 660 km if the constituent minerals are largely hydrated (e.g. Smyth 1994). Recently, hydrous ringwoodite with 1 wt%H2O has been found in natural diamond, suggesting that the transition zone is at least locally hydrated (Pearson et al. 2014). Therefore, the D/H ratio may be changed by the partitioning behaviors of D and H among these mantle minerals by the circulation of water in deep interiors.
In this study, we determined the free energy of D and H bearing forsterite, wadsleyite and ringwoodite by ab initio calculation in order to determine the equilibrium constants of D and H isotopic exchange reactions between them. First, we determined the stable structures of hydrous forsterite, wadsleyite and ringwoodite with Mg vacancy with two hydrogen atoms or Si vacancy with four hydrogen atoms by first principles calculation based on density functional theory. Then, the phonon frequencies are calculated based on density functional perturbation theory (Baroni et al. 2001) and also by the finite displacement method (Parlinski et al. 1997, Togo and Tanaka 2015). Then, we used quasi-harmonic approximation to calculate the Gibbs free energy of H and D baring phases. In this presentation, we report the Gibbs free energy of isotopic exchange reaction between forsterite and wadsleyite, and also between wadsleyite and ringwoodite.