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Thermoelastic equilibrium of fluid inclusion-host mineral systems under homogenization measurement

机译:均质测量下流体包裹体-主体矿物系统的热弹性平衡

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Microthermometric data of fluid inclusions can elucidate the physicochemical properties of lithospheric fluids, but the inclusions must satisfy several criteria to yield proper fluid information. One is the 'constant volume criterion': the inclusion volume must remain constant after being trapped. However, volume changes of fluid inclusions occur in nature during emplacement underground or uplifting to the surface. They can also occur during sample preparation or data collection in the laboratory. Therefore, thermoelastic deformation of the crystal lattice surrounding fluid inclusions during experiments might increase uncertainty about microthermometric data. Herein, we introduce and assess a method using the equation of state of pure CO_2 and thermoelastic equilibrium between a fluid inclusion and a host mineral to estimate fluid inclusion volume changes accurately during measurements of homogenization temperature. The estimation is valid if the inclusion and host are isotropically elastic, concentric spheres. Subsequently, we extended the equation of state to a more comprehensive Redlich and Kwong equation of state, which is applicable to more complicated fluid systems. Furthermore, for accurate treatment of the elastic effects involving an elastically anisotropic host mineral, we propose the method's application to an anisotropic host mineral. If physical properties of the host mineral and the molar volume of the fluid inclusion at an arbitrary temperature are known, then one can use this method for accurate estimation of the molar volume at a given temperature. This microthermometric data based method can accurately elucidate characteristics of the crust and mantle-fluid activity.
机译:流体包裹体的显微热学数据可以阐明岩石圈流体的物理化学性质,但是包裹体必须满足几个标准才能产生适当的流体信息。一种是“恒定体积标准”:夹杂物在被捕集后必须保持恒定。但是,在自然环境中,地下埋置或抬升到地面时,流体包裹体的体积会发生变化。它们也可能在实验室中的样品制备或数据收集过程中发生。因此,在实验过程中围绕流体包裹体的晶格的热弹性变形可能会增加有关微热计量数据的不确定性。在这里,我们介绍和评估一种方法,该方法使用纯CO_2的状态方程以及流体包裹体和主体矿物之间的热弹性平衡来估计均质温度测量过程中流体包裹体的体积变化。如果包含体和主体是各向同性的弹性同心球体,则此估计有效。随后,我们将状态方程扩展到更全面的Redlich和Kwong状态方程,该方程适用于更复杂的流体系统。此外,为了精确处理涉及弹性各向异性基质矿物的弹性效应,我们建议将该方法应用于各向异性基质矿物。如果已知主体矿物的物理性质和在任意温度下流体包裹体的摩尔体积,则可以使用此方法准确估算给定温度下的摩尔体积。这种基于微热数据的方法可以准确阐明地壳和地幔流体活动的特征。

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