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Tetragonal crystal lattice

A similar effect has been observed in the measurement of the linear expansion coefficient S in TmV04 (Kazey and Sokolov 1986). The contribution to the value of 5 from the CITE does not vanish at T TJy, but continues up to T 3T . Kazey and Sokolov (1986) have connected such a behaviour of d T) with the presence of significant distortions in the tetragonal crystal lattice of TmV04 at T> Tjt-... [Pg.181]

White tin (or /1-Sn) has a body-centered tetragonal crystal lattice (with lattice parameters a = b = 0.583 nm and c = 0.318 nm), for which essentially anisotropic... [Pg.173]

Fig. 63. (a) The hexagonal AlBj type crystal structure of the RGaj compounds. Spheres with and without pattern show the Ga atoms and the R atoms, respectively (b) Brillouin zone of the body-centered tetragonal crystal lattice for da > -Jl. [Pg.71]

The pure metal tin stannum Sn) exists in two different allotropic forms. At higher temperatnres, the stable form is a silver-white metal of poor hardness. This modification, so-called white tin or /3-Sn, deposits in a tetragonal crystal lattice with density 7285 kg/m . At lower temperatnres, the stable modification is a grey metalloid form. This low-temperature modification, so-called grey tin or a-Sn, deposits in a cubic crystal lattice with density 5769 kg/m. ... [Pg.145]

Figure 8.11 Transformation of a tetragonal crystal, with lattice parameters aT = bT, into a multiply twinned orthorhombic crystal with lattice parameters a0, bQ. The twinned regions are often called domains and the boundaries may occur on a variety of crystallographic planes. Figure 8.11 Transformation of a tetragonal crystal, with lattice parameters aT = bT, into a multiply twinned orthorhombic crystal with lattice parameters a0, bQ. The twinned regions are often called domains and the boundaries may occur on a variety of crystallographic planes.
Tetragonal crystal system, 8 114t Tetragonal lattice structure, of silicon, 22 482... [Pg.933]

Continuing with our survey of the seven crystal systems, we see that the tetragonal crystal system is similar to the cubic system in that all the interaxial angles are 90°. However, the cell height, characterized by the lattice parameter, c, is not equal to the base, which is square (a = b). There are two types of tetragonal space lattices simple tetragonal, with atoms only at the comers of the unit cell, and body-centered tetragonal, with an additional atom at the center of the unit cell. [Pg.37]


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See also in sourсe #XX -- [ Pg.4 , Pg.4 , Pg.53 , Pg.57 ]




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Tetragonal crystal lattice diffraction pattern from

Tetragonal lattice

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