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Space group study

Energy minimisation and normal mode analysis have an important role to play in the study of the solid state. Algorithms similar to those discussed above are employed but an extra feature of such systems, at least when they form a perfect lattice, is that it is can be possible to exploit the space group symmetry of the lattice to speed up the calculations. It is also important to properly take the interactions with atoms in neighbouring cells into account. [Pg.309]

Helvite of unstated origin has also been studied by Gottfried2), who found the value o0 = 8.52 A from rotation photographs. His work also led to the space group T. Neither Barth nor Gottfried suggested an atomic arrangement for the crystal. [Pg.522]

This choice of space group is further substantiated by Zachariasen s data for the other substances as well as bixbyite. His reproduced Laue photographs of Tl .03 and of bixbyite show no spots due to 071, 017, 091, 019, 0.11.1 or 0.1.11, although planes of these forms were in positions favorable to reflection, while the powder data show that 031, 013, 073, and 037 gave no reflections for any of the sesquioxides studied. Zachariasen s rejection of ZJ arose from his... [Pg.529]

Thallous halides offer a unique possibility of studying the stereochemistry of the (chemically) inert electron pair, since their structures and their pressure and temperature-dependent phase transitions have been well established. Thallium (1) fluoride under ambient conditions, adopts an orthorhombic structure in the space group Pbcm which can be regarded as a distorted rocksalt structure (Fig. 2.4). In contrast to TIF, the thallium halides with heavier halogens, TlCl, TlBr and Til, adopt the highly symmetric cubic CsCl structure type under ambient conditions [46]. Both TlCl and TlBr, at lower temperatures, undergo phase transitions to the NaCl type of structure [47]. [Pg.21]

Crystallographic study of 2,5-DSP and poly-2,5-DSP demonstrated that the polymerization proceeded with retention of the space group (Pbca) of the starting 2,5-DSP crystal (Sasada et al., 1971 Nakanishi et al., 1972a). The result was the first evidence of an organic reaction which proceeded in the crystal lattice. [Pg.119]

It is also of interest to study the "inverse" problem. If something is known about the symmetry properties of the density or the (first order) density matrix, what can be said about the symmetry properties of the corresponding wave functions In a one electron problem the effective Hamiltonian is constructed either from the density [in density functional theories] or from the full first order density matrix [in Hartree-Fock type theories]. If the density or density matrix is invariant under all the operations of a space CToup, the effective one electron Hamiltonian commutes with all those elements. Consequently the eigenfunctions of the Hamiltonian transform under these operations according to the irreducible representations of the space group. We have a scheme which is selfconsistent with respect to symmetty. [Pg.134]

Spackman, M.A. and Byrom, P.G. (1997) Retrieval of structure factor phases in acentric space groups. Model studies using multipole refinements, Acta Cryst., B53, 553-564. [Pg.37]

It is now realised that amylose-polyiodide compounds can also involved Va- and Vh-forms 155 . Recent studies on the Vh-compound 154) have shown that the early structural ideas described above are essentially correct but that rather than P2l2i2i the monoclinic space group P2X is applicable. An almost linear arrangement of iodine atoms was present in the helical canals but the length of the iodide chain could not be determined. In addition to this guest, eight water molecules were present in the unit cell and once again these were present in the interstitial sites (see Fig. 14). [Pg.175]

Another polymorph of triethylamylose with dichloromethane or chloroform has also been studied 175). Here the number of guest molecules decreases from 8 to 4 per unit cell and the solvent molecules are now located in interstitial sites. The orthorhombic cell has space group P2l2l2l. [Pg.177]


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See also in sourсe #XX -- [ Pg.74 ]




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