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Energy dispersive X-ray diffraction

Atzei, D. Ferri, T Sadun, C. Sangiorgio, R Caminiti, R. Structural Characterization of Complexes between Iminodiacetate Blocked on Styrene-Divinylbenzene Matrix (Chelex fOO Resin) and Fe(lll), Cr(lll), and Zn(ll) in Solid Phase by Energy-Dispersive X-ray Diffraction. J. Am. Chem. Soc. 2001,123, 2552-2558. [Pg.668]

Fig. 4. Direct tomographic, energy-dispersive X-ray diffraction imaging system. Suitcase enters device at left of Figure where spatial landmarks for registration purposes are measured by pre-scanner. In main housing centre-right of Figure, a primary cone-beam executes a meander scan, either of a region-of-interest or suitcase in its entirety. Illustration courtesy of GE Security, Germany. Fig. 4. Direct tomographic, energy-dispersive X-ray diffraction imaging system. Suitcase enters device at left of Figure where spatial landmarks for registration purposes are measured by pre-scanner. In main housing centre-right of Figure, a primary cone-beam executes a meander scan, either of a region-of-interest or suitcase in its entirety. Illustration courtesy of GE Security, Germany.
Fig. 23. Simulated energy-dispersive X-ray diffraction imaging profile for diffraction line at 1.2nm 1. Fig. 23. Simulated energy-dispersive X-ray diffraction imaging profile for diffraction line at 1.2nm 1.
G Harding (2005) The design of direct tomographic, energy-dispersive x-ray diffraction imaging (XDI) systems. SPIE 59230R. [Pg.233]

G Harding, M Newton and J Kosanetzky (1990) Energy-dispersive x-ray diffraction tomography. Phys. Med. Biol. 35, 33-41. [Pg.234]

Ammonium dinitramide and dinitro azetidinium dinitramide For both of these materials the pressure/temperature and reaction phase diagram have been determined using a high-temperature-high-pressure diamond anvil cell with FTIR spectroscopy, Raman spectroscopy and optical microscopy. For ammoninm dinitramide energy dispersive X-ray diffraction was also employed (Russell et al. 1996, 1997). [Pg.287]

J. Munn, P. Barnes, D. Hausermann, S. A. Axon and J. Klinowski, in-situ studies on the hydrothermal synthesis of zeolites using synchrotron energy-dispersive X-ray diffraction, Phase Trans., 1992, 39, 129-134. [Pg.461]

Most powder diffraction databases only serve angular dispersive X-ray diffraction. Energy dispersive X-ray diffraction data can be transformed into an angular dispersive equivalent that can then be used in conventional search-match software. Users of neutron diffraction data are currently limited to performing phase identification using a list of crystal structures imported into a Rietveld program. It is wise to first run samples destined for neutron diffraction sample in a powder XRD prior to confirm phase purity, and to use calculated patterns to assist in phase identification of possible undesired phases due to ancillary equipment or sample environment. [Pg.498]

Fig. 5. Energy dispersive x-ray diffraction pattern ofNO NOs measured at (a) 9.9 GPa, (b) 21.4 GPa and (c) 32.2 GPa and room temperature. Background has been subtracted. The energy calibration was obtained from a gold external standard diffraction pattern and the pattern has been background subtracted. The 20 used was 8.99°. The calculated d-spacings are indicated below each diffraction pattern. The calculated intensity profile for the energy-dispersive x-ray diffraction pattern at 21.4 GPa is shown in the inset, (from Ref. [79])... Fig. 5. Energy dispersive x-ray diffraction pattern ofNO NOs measured at (a) 9.9 GPa, (b) 21.4 GPa and (c) 32.2 GPa and room temperature. Background has been subtracted. The energy calibration was obtained from a gold external standard diffraction pattern and the pattern has been background subtracted. The 20 used was 8.99°. The calculated d-spacings are indicated below each diffraction pattern. The calculated intensity profile for the energy-dispersive x-ray diffraction pattern at 21.4 GPa is shown in the inset, (from Ref. [79])...
Fig. 6. Pressure-volume relations for NO NOs and other molecular systems. NO NOs determined from the present energy-dispersive x-ray diffraction ( ) and that from previous angle-dispersive x-ray diffraction with refined cell parameters ( ), and that from C.S. Yoo et al. ( ) (Ref. [81]), compared with a third-order Birch-Mumaghan (—) and Vinet et al. EOS fits For O2 ( ) data, below 5.5 GPa are for fluid O2 (Ref. [123]) above 5.5 GPa for the solid (Ref. [124]). Experimental data for O2 (o) at several pressures performed from Ref. [125] are also plotted. For N2 ( ), experimentally determined EOS is from Ref [126], for N2O ( ) from Ref. [127]. Volumes for N2O4 ( ) determined in the present study is fitted by the Birch-Mumaghan equation of state (—) tentatively. Also shown are the corresponding volumes of stoichometrically equivalent assemblages of N2 + 2O2 (—) and N2O+ 3/2 O2 (—). Fig. 6. Pressure-volume relations for NO NOs and other molecular systems. NO NOs determined from the present energy-dispersive x-ray diffraction ( ) and that from previous angle-dispersive x-ray diffraction with refined cell parameters ( ), and that from C.S. Yoo et al. ( ) (Ref. [81]), compared with a third-order Birch-Mumaghan (—) and Vinet et al. EOS fits For O2 ( ) data, below 5.5 GPa are for fluid O2 (Ref. [123]) above 5.5 GPa for the solid (Ref. [124]). Experimental data for O2 (o) at several pressures performed from Ref. [125] are also plotted. For N2 ( ), experimentally determined EOS is from Ref [126], for N2O ( ) from Ref. [127]. Volumes for N2O4 ( ) determined in the present study is fitted by the Birch-Mumaghan equation of state (—) tentatively. Also shown are the corresponding volumes of stoichometrically equivalent assemblages of N2 + 2O2 (—) and N2O+ 3/2 O2 (—).
Fig. 3.8 An energy dispersive X-ray diffraction (EDXD) pattern for NaCI at the ambient and a high pressure. (Reprinted with permission from Kluwer Academic Publishers.)... Fig. 3.8 An energy dispersive X-ray diffraction (EDXD) pattern for NaCI at the ambient and a high pressure. (Reprinted with permission from Kluwer Academic Publishers.)...
Fig. 22. A stack plot showing the evolution of the energy dispersive X-ray diffraction spectrum of SnS2 following the injection of (rf-C6H5)2Co. Each spectrum took 10 s to record. The signals at 25 and 29 keV arise from resonances from the tin K and K core electrons and have been used to normalize the other signals [reproduced with permission from (100). p. 1831. Fig. 22. A stack plot showing the evolution of the energy dispersive X-ray diffraction spectrum of SnS2 following the injection of (rf-C6H5)2Co. Each spectrum took 10 s to record. The signals at 25 and 29 keV arise from resonances from the tin K and K core electrons and have been used to normalize the other signals [reproduced with permission from (100). p. 1831.
Spadavecchia J., Ciccarella G., Buccolieri A., Vasapollo G., and Rella R., Synthesis and structure of amorphous phase Cr(ll) hemiporphyrazine using energy dispersive X-ray diffraction, J. Porph. Phthalocyanines, 1, 572-578, 2003. [Pg.94]


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See also in sourсe #XX -- [ Pg.57 ]




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Energy diffraction

Energy dispersal

Energy dispersive

Energy dispersive X-ray diffraction EDXD)

Energy dispersive X-ray diffraction EDXRD)

Energy-dispersive X-ray

Energy-dispersive diffraction

X dispersive

X energy

X-ray dispersion

X-ray energies

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