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Microsommite: crystal chemistry, phase transitions, Ising model and Monte Carlo simulations

机译:微晶石:晶体化学,相变,伊辛模型和蒙特卡洛模拟

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Microsommite, ideal formula [Na_4K_2(SO_4)] [Ca_2Cl_2][Si_6Al_6O_(24)], is a rare feldspathoid that occurs in volcanic products of Vesuvius. It belongs to the cancrinite-davyne group of minerals, presenting an ABAB… stacking sequence of layers that contain six-membered rings of tetrahedra, with Si and Al cations regularly alternating in the tetrahedral sites. The structure was refined in space group P6_3 to R = 0.053 by means of single-crystal X-ray diffraction data. The cell parameters are a = 22.161 A = √3a_(dav), c = 5.358 A = c_(dav); Z = 3. The superstructure arises due to the long-range ordering of extra-framework ions within the channels of the structure. This ordering progressively decreases with rising temperature until it is completely lost and microsommite transforms into davyne. The order-disorder transformation has been monitored in several crystals by means of X-ray superstructure reflections and the critical parameters T_c ≈ 750 ℃ and β ≈ 0.12 were obtained. The kinetics of the ordering process were followed at different temperatures and the activation energy was determined to be about 125 kJ mol~(-1). The continuous order-disorder phase transition in microsommite has been discussed on the basis of a two-dimensional Ising model in a triangular lattice with nn (nearest neighbours) and nnn (next-nearest neighbours) interactions. Such a model was simulated using a Monte Carlo technique. The theoretical model well matches the experimental data; two phase transitions were indicated by the simulated runs: at low temperature only one of the three sublattices begins to disorder, whereas the second transition involves all three sublattices.
机译:理想的配方为[Na_4K_2(SO_4)] [Ca_2Cl_2] [Si_6Al_6O_(24)]的微晶石是在维苏威火山的火山产品中出现的罕见长石类。它属于Cancrinite-davyne矿物群,具有ABAB…堆积顺序,该堆积顺序包含六面体的四面体环,Si和Al阳离子在四面体位置规则地交替。通过单晶X射线衍射数据,在空间群P6_3中将该结构细化为R = 0.053。像元参数为a = 22.161 A =√3a_(dav),c = 5.358 A = c_(dav); Z =3。上层建筑的出现是由于框架内离子在结构通道内的远距离排序。随着温度的升高,这种顺序逐渐降低,直到完全消失并且微晶石转变为达芙妮为止。通过X射线超结构反射监测了几种晶体的有序无序转换,并获得了临界参数T_c≈750℃和β≈0.12。在不同温度下跟踪有序过程的动力学,确定活化能为约125 kJ mol〜(-1)。在具有nn(最邻近)和nnn(最邻近)相互作用的三角晶格中的二维Ising模型的基础上,讨论了微晶豆中的连续有序-无序相变。使用蒙特卡洛技术模拟了这样的模型。理论模型与实验数据吻合良好;模拟运行表明存在两个相变:在低温下,三个亚晶格中只有一个开始无序,而第二个相变涉及所有三个亚晶格。

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