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Lattices diffraction

Powder X-ray diffraction (XRD) is a fundamental technique for the structural characterization of condensed matter. It provides evidence of bulk structures in various dimensions. By coherent scattering, the translational symmetry of a lattice is represented in a diffraction pattern, and the atomic species with their average site occupations are reflected in intensities. In powder diffraction, a full structure analysis has become possible as a result of advances in modeling strategies (Langford and Louer, 1996 McCusker et al., 1999). If the diffracting lattice planes are comparable in their dimensions to the wavelength of the X-rays (i.e., they are nanosized), or if the lattice plane distance is not constant but described by a... [Pg.274]

For a given wave length (generally Cu Ka radiation, with A = 156 pm), the sinus of the angle of diffraction 0 is the smaller, the larger is the separation d of the diffracting lattice planes. [Pg.29]

Figure 2.17 Schematic representation of the energy dispersive diffraction (EDD) technique. The energy discriminating detector at fixed scattering angle determines the wavelength of each detected photon and hence the d spacing of the diffracting lattice planes. Figure 2.17 Schematic representation of the energy dispersive diffraction (EDD) technique. The energy discriminating detector at fixed scattering angle determines the wavelength of each detected photon and hence the d spacing of the diffracting lattice planes.
Diffraction of light in two-dimensional lattices and their calculations were known in Laue s time an additional information. They have been the basis for Laue s calculation of three-dimensional diffraction lattices from X-ray experiments as a result he formulated a model of a spatial symmetrical structure of ions in a salt crystal abstract mental model. Laue proposed the use of realistic models in order to better visualize the concepts - but needed irrelevant items like balls, sticks and glue, in order to construct closest packings of spheres or spatial lattice models concrete models. [Pg.68]

Terephthalic acid (TA) is an important industrial chemical used in the production of polyester. Its purification involves multi-stage recrystallization under extreme conditions. The phase characterisation and morphologies of Forms I and II of TA were studied by HSM, thermal analysis, Raman spectroscopy, single crystal Laue X-ray diffraction, lattice energy and morphological calculations [ 157]. Contrary to earlier reports, this study revealed that Form 11 (not Form I) is the thermodynamically stable form of TA under ambient conditions. The apparent stability of Form I was shown to be due to twinning in microcrystals... [Pg.198]

Dynamic diffraction of an X-ray beam at lattice planes close to the surface of a perfect single crystal can result in standing X-ray waves (XSW). Measurements of the geometry of the standing wave or of photoelectrons released by the XSW can yield information on the position of atoms relative to the diffracting lattice plane in the interphase [52, 53]. [Pg.20]

Using electric fields, the voltage of which changes along the plane of the polymer film, one can create electrocontrollable thin-film elements such as a phase cylindrical and spherical lens, as well as a phase diffraction lattice with a specific period of the domain stmcture. Some principles of design of such devices are presented in Reference 10. [Pg.277]

Jacobson AJ, Tofield BC, Fender BEF (1972) Structures of BaCeOs, BaPrOs and BaTbOs by neutron-diffraction - lattice-parameter relations and ionic radii in 0-perovskites. Acta Cryslallogr Sect B Struct Crystallogr Crystal Chem B 28(Mar 15) 956-961... [Pg.683]

In dependence on which part of the complex refractive index was used to modulate the diffractive lattice, a DOE may be of amplitude type (the imaginary or absorptive part of the refractive index was used for modulation, i.e., the grating is... [Pg.61]

In the forced Rayleigh scattering technique, the diffraction lattice of the excited state is formed by the interference of the two laser fluxes. A probe laser then follows the disappearing process of this lattice [21], The disappearance process of this lattice reflects the lifetime of the excited state T and molecular diffiision D. A plane wave laser light with a wavelength X is divided into two and they cross each other at an angle q to observe the interference pattern with a period A. In the constructive interference area, the probe will be excited and the striation of the excited state can be observed. Period A of the striation is expressed as... [Pg.594]

The striation of this excited state acts as a diffraction lattice for the laser light that is not absorbed by the probe. Consequently, the contrast of the striation of the excited state weakens and the intensity of the diffracted light decreases. The time-dependent diffraction intensity I f) is given by... [Pg.594]

Dibenzylidene-D-sorbitol, 190 Dielectric polymer, 322 Dielectric relaxation, 307 Differential thermal analysis (DSC), 179 Diffraction lattice, 153 Diffusion, 148-72, 231... [Pg.852]

Fig. 3.1. Scheme of the combined ESR/LMR spectrometer technique /, active laser medium (for example, C02) 2, cavity of ESR spectrometer 4, electromagnet 5, minor 6, diffraction lattice 7, detector of laser radiation and 8,9, klystron and SHF detector. [Pg.79]

Evidence for the presence of A1 dissolved in the magnetite phase has been found by X-ray powder diffraction [27,28, 38-42, 53] and by chemical analysis of powders of varying particle size [54]. The solubility of A1 in the (Fe,Al)3 04-phase has been determined to be 30 atom% A1 [55] from measurement of the Curie temperature and 50 atom % Al[55], or 67 atom % Al[39] from measurement of the X-ray powder diffraction lattice constant. Other studies have indicated homogeneous solution of A1 in magnetite, at least for small amounts of A1 [56] and not too high temperatures [57]. [Pg.23]

Fig. 6.7. Copper-based catalysts for methanol synthesis. A novel device for controlled precipitation enabled separation of blue from green products. Structural analysis (top left) revealed that the blue products are disordered nanocrystalline materials furnishing poor catalysts. The green products are mixtures of two phases, malachite (violet) and auricalcite (red). By systematically optimizing the reaction conditions it was possible to prepare phase-pure green products and thereby to improve thesynthesisofthe working catalyst based on pure malachite precursors. In the X-ray diffraction pattern (top right), the features are labeled by the Miller Indices, indicating the diffraction lattice plane of the crystal °29 is the diffraction angle. Fig. 6.7. Copper-based catalysts for methanol synthesis. A novel device for controlled precipitation enabled separation of blue from green products. Structural analysis (top left) revealed that the blue products are disordered nanocrystalline materials furnishing poor catalysts. The green products are mixtures of two phases, malachite (violet) and auricalcite (red). By systematically optimizing the reaction conditions it was possible to prepare phase-pure green products and thereby to improve thesynthesisofthe working catalyst based on pure malachite precursors. In the X-ray diffraction pattern (top right), the features are labeled by the Miller Indices, indicating the diffraction lattice plane of the crystal °29 is the diffraction angle.

See other pages where Lattices diffraction is mentioned: [Pg.392]    [Pg.243]    [Pg.291]    [Pg.473]    [Pg.107]    [Pg.311]    [Pg.255]    [Pg.157]    [Pg.330]    [Pg.65]    [Pg.286]    [Pg.319]    [Pg.520]   
See also in sourсe #XX -- [ Pg.100 , Pg.101 , Pg.102 ]




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Neutron diffraction ionic lattices studied

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Reciprocal Lattice and X-Ray Diffraction

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