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Simulation of the Local Structure and Properties of the CaO-SrO and SrO-BaO Solid Solution

机译:CaO-SrO和SrO-BaO固溶体的局部结构和性质的模拟

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As was mentioned in [1], phenomenological theory [2-4] has been used for a long time to calculate the thermodynamic functions of mixing and the stability limits of solid solutions extended in composition (continuous). According to this theory, the mixing enthalpy △H_(mix) of solid solutions such as MO-M'O with the NaCl-type structure can be determined by the formula △H_(mix) = 9/4x_1x_2VK(△R/R)~2 = 1/4x_1x_2VK(△V/V)~2. (1) Here, x_1 and x_2 are the molar factions of the components; V is the molar volume; K is the compression modulus; △R = R_2 - R_1 and △V = V_2 - V_1 are the differences of the interatomic distances and molar volumes in the pure-component crystals, respectively; R is the average interatomic distance additively depending on the composition according to Vegard's rule R = x_1R_1 + x_2R_2, (2) and V is the average molar volume satisfying the Retgers rule V = x_1V_1 + x_2V_2. (3)
机译:如[1]中提到的,现象学理论[2-4]长期以来一直用于计算混合的热力学函数和固溶体在组成上扩展的稳定性极限(连续)。根据该理论,可以通过公式△H_(mix)= 9 / 4x_1x_2VK(△R / R)来确定诸如NaCl型结构的MO-M'O等固溶体的混合焓△H_(mix)。 〜2 = 1 / 4x_1x_2VK(△V / V)〜2。 (1)此处,x_1和x_2是成分的摩尔成分; V是摩尔体积; K是压缩模量; △R = R_2-R_1和△V = V_2-V_1分别是纯组分晶体中原子间距离和摩尔体积的差; R是根据Vegard法则R = x_1R_1 + x_2R_2,(2)附加地取决于组成的平均原子间距离,V是满足勒格斯法则V = x_1V_1 + x_2V_2的平均摩尔体积。 (3)

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