Phase transitions in Si and Ge at high pressure and deformation under pressure
Vladimir Davydovich Blank, Emmanuel Isakovich Estrin
Abstract
Vladimir Davydovich Blank, Emmanuel Isakovich Estrin
Abstract
Under normal conditions, germanium and silicon have a diamond-type lattice (Ge: a = 5.657 Å, Si: a = 5.4307 Å [3.1]). Some properties of Ge and Si are shown in Table 3.1 [3.1-3.3]. Phase transitions under pressure have been studied by many authors using different methods (Fig. 3.1 [3.2, 3.3]). The best known is the ‘semiconductor-metal polymorphic transition’ (SC ↔ Me, I → II, the lattice type β-Sn), which was observed in a number of works. The strong influence on this transition of shear stress has been noted. The transition is characterized by a large hysteresis, and by reducing the pressure part the Ge (Si) phase of the type β-Sn can be converted into Kasper phases: tetragonal phase III with a = 5.910 Å, a = 6.973 Å) [3.4] in Ge and in the body-centered cubic phase III with a = 6.636 Å, and Z = 16 [3.5]) – in Si.
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Under normal conditions, germanium and silicon have a diamond-type lattice (Ge: a = 5.657 Å, Si: a = 5.4307 Å [3.1]). Some properties of Ge and Si are shown in Table 3.1 [3.1-3.3]. Phase transitions under pressure have been studied by many authors using different methods (Fig. 3.1 [3.2, 3.3]). The best known is the ‘semiconductor-metal polymorphic transition’ (SC ↔ Me, I → II, the lattice type β-Sn), which was observed in a number of works. The strong influence on this transition of shear stress has been noted. The transition is characterized by a large hysteresis, and by reducing the pressure part the Ge (Si) phase of the type β-Sn can be converted into Kasper phases: tetragonal phase III with a = 5.910 Å, a = 6.973 Å) [3.4] in Ge and in the body-centered cubic phase III with a = 6.636 Å, and Z = 16 [3.5]) – in Si.
Key concepts: Materials science, High pressure, Deformation (meteorology), Phase transition, Phase (matter), Condensed matter physics, Engineering physics, Composite material