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P-V-T equation of state of stishovite to the mantle transition zone conditions

机译:辉石状态与地幔过渡带条件的P-V-T方程

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In-situ synchrotron X-ray diffraction experiments were conducted using the SPEED-1500 multi-anvil press of SPring-8 on stishovite SiO2 and pressure-volume-temperature data were collected at up to 22.5 GPa and 1,073 K, which corresponds to the pressure conditions of the base of the mantle transition zone. The analysis of room-temperature data yielded V-0=46.56(1) Angstrom(3), K-T0=296(5) GPa and K'(T)=4.2(4), and these properties were consistent with the subsequent thermal equation of state (EOS) analyses. A fit of the present data to high-temperature Birch-Murnaghan EOS yielded(partial derivativeK(T)/partial derivativeT)(P)=-0.046(5) GPa K-1 and alpha=a+bT with values of a=1.26(11)x10 K-5(1) and b=1.29(17)x10 K-8(2). A fit to the thermal pressure EOS gives alpha(0)=1.62(9)x10(-5) K-1, (partial derivativeK(T) /partial derivativeT)(V)=-0.027(4) GPa K-1 and (partial derivative(2)P/partial derivativeT(2))(V)=27(5)x10(7) GPa K-1. The lattice dynamical approach by Mie-Gruneisen-Debye EOS yielded gamma(0)=1.33(6), q=6.1(8)and theta(0)=1160(120) K. The strong volume dependence of the thermal pressure of stishovite was revealed by the analysis of present data, which was not detectable by the previous high-temperature data at lower pressures, and this yields (partial derivativeK(T) /partial derivativeT) (V)not equal0 and qnot equal1. The analyses for the fictive volume for a and c axes show that relative stiffness of c axis to a axis is similar both on compression and thermal expansion. Present EOS enables the accurate estimate of density of SiO2 in the deep mantle conditions.
机译:使用SPring-8的SPEED-1500多砧压力机在人造石SiO2上进行原位同步加速器X射线衍射实验,并在高达22.5 GPa和1,073 K的压力-温度下收集了压力-体积-温度数据地幔过渡带底部的条件。室温数据分析得出V-0 = 46.56(1)埃(3),K-T0 = 296(5)GPa和K'(T)= 4.2(4),这些性质与随后的结果一致状态热方程(EOS)分析。本数据与高温Birch-Murnaghan EOS的拟合产生(偏导数K(T)/偏导数T)(P)=-0.046(5)GPa K-1和alpha = a + bT,其a值为1.26 (11)x10 K-5(1)和b = 1.29(17)x10 K-8(2)。对热压力EOS的拟合给出alpha(0)= 1.62(9)x10(-5)K-1,(偏导数K(T)/偏导数T)(V)=-0.027(4)GPa K-1和(偏导数(2)P /偏导数T(2))(V)= 27(5)x10(7)GPa K-1。 Mie-Gruneisen-Debye EOS的晶格动力学方法产生了gamma(0)= 1.33(6),q = 6.1(8)和theta(0)= 1160(120)K。辉石热压力的强体积依赖性通过对当前数据的分析揭示了这一点,这是以前的高温数据在较低压力下无法检测到的,因此得出的结果(偏导数K(T)/偏导数T)(V)不等于0且qnot等于1。对a轴和c轴的虚拟体积的分析表明,c轴相对于轴的相对刚度在压缩和热膨胀方面均相似。当前的EOS能够准确估算深地幔条件下SiO2的密度。

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