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Lattice tetragonal distortion

The 220/204 reflections and the 312/116 reflections were split, which is consistent with the tetragonal distortion of the crystal lattice49 (Fig. 6.15). Lattice parameters a and c were calculated from X-ray d spacings according to Eq. 6.5,... [Pg.173]

A group of 8 ternary fluorides containing the transition metal ions Cr2+ and Cu + crystallizes in a tetragonedly distorted perovskite lattice. This distortion is caused by the Jahn-Teller effect displayed by the configurations d% d (Cr +) and d d (Cu2+) resp., rather than by geometrical reasons. As for their space requirements the ions Cr + and Cu + are very close in size to Mn2+ and Co + resp. and as a consequence the corresponding compounds do not differ in their tolerance factors. [Pg.43]

Structure tP4 (CuAu) is ordered with respect to an underlying face-centred cubic lattice, so that it takes the Jensen symbol 12/12. The CuAu lattice does show, however, a small tetragonal distortion since the ordering of the copper and gold atoms on alternate (100) layers breaks the cubic symmetry. Zinc blende (cF8(ZnS)) and wurtzite (hP4(ZnS)) are ordered structures with respect to underlying cubic and hexagonal diamond lattices respectively. Since both lattices are four-fold tetrahedrally coordinated, differing only in... [Pg.15]

Fig. 6.6 The wave-vector dependence of the energy-wavenumber characteristic, ( ) which has a node at q0 and a weak logarithmic singularity in its slope at q = 2kF. Also shown are a set of degenerate cubic reciprocal lattice vectors that are centred on q0. A tetragonal distortion would lift their degeneracy away from the node at q0 as shown, thereby lowering the band-structure energy. (After Heine and Weaire (1970).)... Fig. 6.6 The wave-vector dependence of the energy-wavenumber characteristic, ( ) which has a node at q0 and a weak logarithmic singularity in its slope at q = 2kF. Also shown are a set of degenerate cubic reciprocal lattice vectors that are centred on q0. A tetragonal distortion would lift their degeneracy away from the node at q0 as shown, thereby lowering the band-structure energy. (After Heine and Weaire (1970).)...
Using X-ray spectrometry, De la Fuente et al. (1999) measured the thermal dependence of the a and c lattice parameters in a Er32/Lu 10)40 superlattice. Again, strong single-ion CEF contributions, originating from the Er/Lu interfaces, were observed in the volume and tetragonal distortions. Their analysis reveals also important contributions caused by epitaxial misfit. [Pg.162]

A ternary compound of cerium with copper and antimony of the stoichiometric ratio 3 3 4 was identified and studied by means of X-ray analysis by Skolozdra et al. (1993). Ce3Cu3Sb4 compound was found to have the Y3Au3Sb4 type with the lattice parameters of a = 0.9721 (X-ray powder diffraction). For experimental details, see the Y-Cu-Sb system. At variance with this data, Patil et al. (1996) reported a tetragonal distortion of the cubic crystal structure Y3Cu3Sb4 for the Ce3Cu3Sb4 alloy which was prepared by arc melting the constituent ele-... [Pg.53]

In 5-TiNo,5o, the random distribution of nitrogen atoms undergoes an ordering process below about 880 °C with a concurrent tetragonal distortion of the metal lattice. The so-formed S -TiNo.s phase is only formed from 5-TiNi by lattice distortion and is not an equilibrium phase (e g. it is not formed in isothermal diffusion couples in the form of a phase band). [Pg.3010]

Timgsten has been of keen theoretical interest for electron band-structure calculations [1.14-1.25], not only because of its important technical use but also because it exhibits many interesting properties. Density functional theory [1.11], based on the at initio (nonempirical) principle, was used to determine the electronic part of the total energy of the metal and its cohesive energy on a strict quantitative level. It provides information on structural and elastic properties of the metal, such as the lattice parameter, the equilibrium volume, the bulk modulus, and the elastic constants. Investigations have been performed for both the stable (bcc) as well as hypothetical lattice configurations (fee, hep, tetragonal distortion). [Pg.7]


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See also in sourсe #XX -- [ Pg.267 , Pg.275 , Pg.324 ]




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Lattice distortion

Tetragonal

Tetragonal lattice

Tetragonality

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