Gracia L, Beltrán A, Andrés J
Departament de Química Física i Analítica, Universitat Jaume I, Campus de Riu Sec, Castelló E-12080, Spain.
J Phys Chem B. 2007 Jun 14;111(23):6479-85. doi: 10.1021/jp067443v. Epub 2007 May 22.
Theoretical investigations concerning the high-pressure polymorphs, the equations of state, and the phase transitions of SnO2 have been performed using density functional theory at the B3LYP level. Total energy calculations and geometry optimizations have been carried out for all phases involved, and the following sequence of structural transitions from the rutile-type (P42/mnm) driven by pressure has been obtained (the transition pressure is in parentheses): --> CaCl2-type, Pnnm (12 GPa) --> alpha-PbO2-type, Pbcn (17 GPa) --> pyrite-type, Pa (17 GPa) --> ZrO2-type orthorhombic phase I, Pbca (18 GPa) --> fluorite-type, Fmm (24 GPa) --> cotunnite-type orthorhombic phase II, Pnam (33 GPa). The highest bulk modulus values, calculated by fitting pressure-volume data to the second-order Birch-Murnaghan equation of state, correspond to the cubic pyrite and the fluorite-type phases with values of 293 and 322 GPa, respectively.
利用密度泛函理论在B3LYP水平上对SnO₂的高压多晶型、状态方程和相变进行了理论研究。对所有相关相进行了总能量计算和几何优化,并得到了由压力驱动的从金红石型(P42/mnm)开始的以下结构转变序列(转变压力在括号内):→CaCl₂型,Pnnm(12吉帕)→α-PbO₂型,Pbcn(17吉帕)→黄铁矿型,Pa(17吉帕)→ZrO₂型正交相I,Pbca(18吉帕)→萤石型,Fmm(24吉帕)→方铅矿型正交相II,Pnam(33吉帕)。通过将压力-体积数据拟合到二阶Birch-Murnaghan状态方程计算得到的最高体模量值分别对应于立方黄铁矿相和萤石型相,其值分别为293吉帕和322吉帕。