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首页> 外文期刊>International Geology Review >Metasomatic Phase Relations in the System CaO-MgO-SiO_2-H_2O-NaCl at High Temperatures and Pressures
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Metasomatic Phase Relations in the System CaO-MgO-SiO_2-H_2O-NaCl at High Temperatures and Pressures

机译:CaO-MgO-SiO_2-H_2O-NaCl体系在高温高压下的元相相变关系

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摘要

An equation of state of solute silica in NaCl brines at 500 to 900 deg C and 4 to 15 kbar is formulated by making use of two experimentally determined properties of quartz solubility: the silica molality decreases in direct proportion to the logarithm of the NaCl mole fraction (X(NaCl)) at pressures approaching 10 kbar, and the relative silica molality (molality at a given NaCl mole fraction, m_x divided by the molality in pure H_2O at the same P and T, m_0) is independent of temperature in the evaluated range. These two properties are expressed in the relation:log(m_x/m_0)* = A + BX(NaCI),where log(m_x/m_0)* denotes the logarithm of the ideal molality ratio, and A and B are functions of pressure, but not temperature or salinity, such that B = -1.730 - 1.431 x 10~(-3)P + 5.923 x 10~(-4)P~2 -9.243 x 10~(-5)P~3, and A = 0 at P>10 kbar, whereas A = 0.6131 -0.1256P + 6.431 x 10~(-3)P~2 at P
机译:通过使用两个实验确定的石英溶解度特性,可以在500至900℃和4至15 kbar的NaCl盐水中形成溶质二氧化硅的状态方程:二氧化硅的摩尔浓度与NaCl摩尔分数的对数成正比降低(X(NaCl))在接近10 kbar的压力下,相对的二氧化硅摩尔浓度(在给定的NaCl摩尔分数下的摩尔浓度m_x除以相同的P和T下纯H_2O中的摩尔浓度,m_0)与温度无关范围。这两个属性用以下关系表示:log(m_x / m_0)* = A + BX(NaCl),其中log(m_x / m_0)*表示理想摩尔比的对数,A和B是压力的函数,但不是温度或盐度,因此B = -1.730-1.431 x 10〜(-3)P + 5.923 x 10〜(-4)P〜2 -9.243 x 10〜(-5)P〜3,而A = P <10 kbar时为0,而P

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