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Elements crystal structure

With the introduction of the lattice structure and electroneutrality condition, one has to define two elementary SE units which do not refer to chemical species. These elementary units are l) the empty lattice site (vacancy) and 2) the elementary electrical charge. Both are definite (statistical) entities of their own in the lattice reference system and have to be taken into account in constructing the partition function of the crystal. Structure elements do not exist outside the crystal and thus do not have real chemical potentials. For example, vacancies do not possess a vapor pressure. Nevertheless, vacancies and other SE s of a crystal can, in principle, be seen , for example, as color centers through spectroscopic observations or otherwise. The electrical charges can be detected by electrical conductivity. [Pg.21]

Recrystallization may influence the crystal structural, elemental and isotopic compositions of the carbonate in question (Gregg eta/., 1992 Chafetz Rush, 1994 Malone et al., 1994 Kupecz Land, 1994). Carbonate cements formed by recrystallization are characterized by lower 8 values than the microcrystalline precursor cements. This suggests the involvement of meteoric waters or increased burial temperatures. Therefore recrystallization must be considered when 6 0 is used for studies on palaeoclimate, the timing of cementation and palaeo-water composition. Unlike 6 0, the carbon and strontium isotopic compositions of carbonates may be preserved during recrystallization, particularly in low permeability rocks (Dutton Land, 1985 Siegel et al., 1987 Cerling, 1991 Driese Mora, 1993 Kupecz Land, 1994). [Pg.14]

Knowing the lattice is usually not sufficient to reconstruct the crystal structure. A knowledge of the vectors (a, b, c) does not specify the positions of the atoms within the unit cell. The positions of the atoms withm the unit cell is given by a set of vectors i., = 1, 2, 3... u where n is the number of atoms in the unit cell. The set of vectors, x., is called the basis. For simple elemental structures, the unit cell may contain only one atom. The lattice sites in this case can be chosen to correspond to the atomic sites, and no basis exists. [Pg.98]

Another example of epitaxy is tin growdi on the (100) surfaces of InSb or CdTe a = 6.49 A) [14]. At room temperature, elemental tin is metallic and adopts a bet crystal structure ( white tin ) with a lattice constant of 5.83 A. However, upon deposition on either of the two above-mentioned surfaces, tin is transfonned into the diamond structure ( grey tin ) with a = 6.49 A and essentially no misfit at the interface. Furtliennore, since grey tin is a semiconductor, then a novel heterojunction material can be fabricated. It is evident that epitaxial growth can be exploited to synthesize materials with novel physical and chemical properties. [Pg.927]

The melting and boiling points of the aluminium halides, in contrast to the boron compounds, are irregular. It might reasonably be expected that aluminium, being a more metallic element than boron, would form an ionic fluoride and indeed the fact that it remains solid until 1564 K. when it sublimes, would tend to confirm this, although it should not be concluded that the fluoride is, therefore, wholly ionic. The crystal structure is such that each aluminium has a coordination number of six, being surrounded by six fluoride ions. [Pg.153]

Initially, the only means of obtaining elements higher than uranium was by a-particle bombardment of uranium in the cyclotron, and it was by this means that the first, exceedingly minute amounts of neptunium and plutonium were obtained. The separation of these elements from other products and from uranium was difficult methods were devised involving co-precipitation of the minute amounts of their salts on a larger amount of a precipitate with a similar crystal structure (the carrier ). The properties were studied, using quantities of the order of 10 g in volumes of... [Pg.443]

It may be desirable to predict which crystal structure is most stable in order to predict the products formed under thermodynamic conditions. This is a very difficult task. As of yet, no completely automated way to try all possible crystal structures formed from a particular collection of elements (analogous to a molecular conformation search) has been devised. Even if such an effort were attempted, the amount of computer power necessary would be enormous. Such studies usually test a collection of likely structures, which is by no means infal-... [Pg.270]

The common structural element in the crystal lattice of fluoroaluminates is the hexafluoroaluminate octahedron, AIF. The differing stmctural features of the fluoroaluminates confer distinct physical properties to the species as compared to aluminum trifluoride. For example, in A1F. all corners are shared and the crystal becomes a giant molecule of very high melting point (13). In KAIF, all four equatorial atoms of each octahedron are shared and a layer lattice results. When the ratio of fluorine to aluminum is 6, as in cryoHte, Na AlF, the AIFp ions are separate and bound in position by the balancing metal ions. Fluorine atoms may be shared between octahedrons. When opposite corners of each octahedron are shared with a corner of each neighboring octahedron, an infinite chain is formed as, for example, in TI AIF [33897-68-6]. More complex relations exist in chioUte, wherein one-third of the hexafluoroaluminate octahedra share four corners each and two-thirds share only two corners (14). [Pg.142]

As we have already seen, when an alloy contains more of the alloying element than the host metal can dissolve, it will split up into two phases. The two phases are "stuck" together by interphase boundaries which, again, have special properties of their own. We look first at two phases which have different chemical compositions but the same crystal structure (Fig. 2.5a). Provided they are oriented in the right way, the crystals can be made to match up at the boundary. Then, although there is a sharp change in... [Pg.19]

Nikolov, D.B., et al. Crystal structure of a TFllB-TBP-TATA-element ternary complex. Nature 377 119-128, 1995. [Pg.173]

Schwabe, J.W.R., et al. The crystal structure of the estrogen receptor DNA-binding domain bound to DNA how receptors discriminate between their response elements. Cell 75 567-578, 1993. [Pg.203]

The X-ray crystal structures of many of these complexes have now been determined representative examples are. shown in Fig. 4.11 from which it is clear that, at least for the larger cations, coordinative saturation and bond rhrectionality are far less significant factors than in many transition element complexes. Further interest in these ligands stems from their use in biochemical modelling since they sometimes mimic the behaviour of naturally occurring, neutral, macrocydic antibiotics such as valinomycin, monactin, nonactin, nigericin... [Pg.96]

The crystal structures of the halides of the heavier Group 2 elements also show some interesting trends (Table 5.3). Por the fluorides, increasing sizx of the metal enables its... [Pg.117]

Figure 6.1 The icosahedron and some of its symmetry elements, (a) An icosahedron has 12 vertices and 20 triangular faces defined by 30 edges, (b) The preferred pentagonal pyramidal coordination polyhedron for 6-coordinate boron in icosahedral structures as it is not possible to generate an infinite three-dimensional lattice on the basis of fivefold symmetry, various distortions, translations and voids occur in the actual crystal structures, (c) The distortion angle 0, which varies from 0° to 25°, for various boron atoms in crystalline boron and metal borides. Figure 6.1 The icosahedron and some of its symmetry elements, (a) An icosahedron has 12 vertices and 20 triangular faces defined by 30 edges, (b) The preferred pentagonal pyramidal coordination polyhedron for 6-coordinate boron in icosahedral structures as it is not possible to generate an infinite three-dimensional lattice on the basis of fivefold symmetry, various distortions, translations and voids occur in the actual crystal structures, (c) The distortion angle 0, which varies from 0° to 25°, for various boron atoms in crystalline boron and metal borides.

See other pages where Elements crystal structure is mentioned: [Pg.3069]    [Pg.375]    [Pg.3069]    [Pg.375]    [Pg.117]    [Pg.1324]    [Pg.1808]    [Pg.529]    [Pg.207]    [Pg.344]    [Pg.458]    [Pg.158]    [Pg.145]    [Pg.17]    [Pg.185]    [Pg.2]    [Pg.154]    [Pg.173]    [Pg.182]    [Pg.183]    [Pg.273]    [Pg.275]    [Pg.223]    [Pg.433]    [Pg.127]    [Pg.127]    [Pg.142]    [Pg.175]    [Pg.239]    [Pg.242]    [Pg.1008]    [Pg.1181]    [Pg.1262]    [Pg.312]    [Pg.13]    [Pg.13]    [Pg.78]    [Pg.653]    [Pg.1273]   
See also in sourсe #XX -- [ Pg.12 , Pg.13 , Pg.14 , Pg.18 , Pg.163 ]

See also in sourсe #XX -- [ Pg.12 , Pg.13 , Pg.14 , Pg.18 , Pg.163 ]

See also in sourсe #XX -- [ Pg.12 , Pg.13 , Pg.14 , Pg.18 , Pg.152 ]




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Crystal Structures of Some Elements

Crystal structure elements, phase transitions

Crystal structure of elements

Crystal structure rare earth elements

Elemental crystals

Lanthanide elements, actinides compared crystal structures

Structure element

Structures of the Elements and Some Molecular Crystals

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