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Electron diffraction operator

The nature of the intemuclear distance, r, is the object of interest in this chapter. In Eq. (5.1) it has the meaning of an instantaneous distance i.e., at the instant when a single electron is scattered by a particular molecule, r is the value that is evoked by the measurement in accordance with the probability density of the molecular state. Thus, when electrons are scattered by an ensemble of molecules in a given vibrational state v, characterized by the wave function r /v(r), the molecular intensities, Iv(s), are obtained by averaging the electron diffraction operator over the vibrational probability density. [Pg.134]

As noted earlier, most electron diffraction studies are perfonned in a mode of operation of a transmission electron microscope. The electrons are emitted themiionically from a hot cathode and accelerated by the electric field of a conventional electron gun. Because of the very strong interactions between electrons and matter, significant diffracted intensities can also be observed from the molecules of a gas. Again, the source of electrons is a conventional electron gun. [Pg.1379]

Figure 16-17. Left transmission electron micrograph of small single crystals of Ooct-OPV5 scale bar 5 pnt. The arrows indicate the 6-axis direction. Right electron diffraction pattern of the same single crystals. The arrow indicates the 613 relteclion spot (crysial dimensions 5x40 pm2 Philips STiiM CM 12 operated at 120 kV. lnslilul Charles Sudron, Strasbourg). Figure 16-17. Left transmission electron micrograph of small single crystals of Ooct-OPV5 scale bar 5 pnt. The arrows indicate the 6-axis direction. Right electron diffraction pattern of the same single crystals. The arrow indicates the 613 relteclion spot (crysial dimensions 5x40 pm2 Philips STiiM CM 12 operated at 120 kV. lnslilul Charles Sudron, Strasbourg).
Photo 11 Graduate student Lawrence D. Brockway (SP 59, SP 60, SP 61) operating electron-diffraction apparatus in the mid 1930 s. [Pg.451]

AOTF w/c RMs bearing the silver, silver iodide and silver sulfide nanoparticles were depressurized slowly and the nanoparticles in the cell were collected and re-dispersed in ethanol. Finally, the sample grids for the TEM (FEl TECNAl G ) measurements were prepared by placing a drop of ethanolic dispersion of nanoparticles on the copper grid. The morphology and size distribution of the silver, silver iodide, and silver sulfide nanoparticles were determined by TEM at an operation voltage of 200kV. The crystallinity of the silver, silver iodide, and silver sulfide nanoparticles was studied by electron diffraction techniques. [Pg.730]

Characterization methods. The 100 kV Vacuum Generator HB-5 STEM was used to mlcroanalyze samples. The HB-5 has a KEVEX SI(LI) energy dispersive X-ray spectrometer (EDS) and micro area electron diffraction (MAED) capabilities In conjunction with simultaneous bright and dark field Imaging capabilities. A more detailed explanation of the Instrumental operation can be obtained In a publication by C. Lyman(12). [Pg.375]

As mentioned previously, this can be attributed in part to the lack of structure-sensitive techniques that can operate in the presence of a condensed phase. Ultrahigh-vacuum (UHV) surface spectroscopic techniques such as low-energy electron diffraction (LEED), Auger electron spectroscopy (AES), and others have been applied to the study of electrochemical interfaces, and a wealth of information has emerged from these ex situ studies on well-defined electrode surfaces.15"17 However, the fact that these techniques require the use of UHV precludes their use for in situ studies of the electrode/solution interface. In addition, transfer of the electrode from the electrolytic medium into UHV introduces the very serious question of whether the nature of the surface examined ex situ has the same structure as the surface in contact with the electrolyte and under potential control. Furthermore, any information on the solution side of the interface is, of necessity, lost. [Pg.266]

In general, all observed intemuclear distances are vibrationally averaged parameters. Due to anharmonicity, the average values will change from one vibrational state to the next and, in a molecular ensemble distributed over several states, they are temperature dependent. All these aspects dictate the need to make statistical definitions of various conceivable, different averages, or structure types. In addition, since the two main tools for quantitative structure determination in the vapor phase—gas electron diffraction and microwave spectroscopy—interact with molecular ensembles in different ways, certain operational definitions are also needed for a precise understanding of experimental structures. [Pg.133]

To illustrate how the operations of an experimental technique affect the nature of its observables, gas electron diffraction shall be used as an example. Considering the mechanics... [Pg.133]

Bright field electron micrographs and electron diffraction (ED) patterns were taken with a Hitachi H-500 electron microscope, which was operated at an acceleration voltage of 75 kV and... [Pg.12]

Bismuth Molybdates. Bismuth molybdates are used as selective oxidation catalysts. Several phases containing Bi and/or Mo may be mixed together to obtain desired catalytic properties. While selected area electron diffraction patterns can identify individual crystalline particles, diffraction techniques usually require considerable time for developing film and analyzing patterns. X-ray emission spectroscopy in the AEM can identify individual phases containing two detectable elements within a few minutes while the operator is at the microscope. [Pg.314]

Figure 3.4. (a) In situ nucleation of CS planes at the operating temperature of 400 °C along [001] in M0O3. (b) The corresponding electron diffraction (ED) image with... [Pg.88]

Describe the basic principles of operation of low-energy electron diffraction (LEED). [Pg.455]

Ti2O3-TiO2 (Ti O2 i) system, the shear operations of (121) [0il] and (132) [0il] are for 3 < n < 10 and 16 < n < 36, respectively. Between these compositions, i.e. between w = 10 and 16 (TiO 89 and TiOj 937), the shear planes seem to pivot around in a continuous manner from (121) to (132), which is unambiguously indicated in the electron diffraction patterns. A similar phenomenon has been observed in VjOg-TiOj, as shown below. [Pg.200]

Five samples with the nominal compositions shown in Table 2.8 were prepared by heating weighed mixtures of V2O3 and TiO2 in evacuated silica tubes at 1200 °C for 1-10 days. Electron diffraction patterns were taken for these samples, and the patterns on the [111] zone could be classified as Dj, D2, and Dj, as shown in Fig. 2.110. D, and D3 patterns come from the structures derived by the shear operations of (121) [0il] and (132) [O11], respectively. D2 patterns, on the other hand, show the arrays rotating between (121) and (132), which is very similar to the Ti O2 i system. Some of the examples with D2 patterns on the [111] zone axis are shown in Fig. 2.111. [Pg.200]

Fig. 1. Experimental layout of the pump-probe electron diffraction experiment. 2a> = 2 harmonic, and 3oj = 3ri harmonic of the Titanium-Sapphire laser operating at 800 nm. Fig. 1. Experimental layout of the pump-probe electron diffraction experiment. 2a> = 2 harmonic, and 3oj = 3ri harmonic of the Titanium-Sapphire laser operating at 800 nm.
In the electron-diffraction jargon it is often referred to the framework vibration in contrast to the large amplitude motion. The idea is to try to separate the large amplitude motion, as for example a torsional motion, from the small amplitude vibration also taking place in rigid molecules. This practical approach does not lead to semantic difficulties, but the approach, of course, meets with the well known difficulty in any theoretical treatment of this kind, namely the problem of separability of the energy and consequently of the Hamiltonian operator. [Pg.103]

Electron diffraction therefore makes it possible to establish that the structural continuity of the film is ensured. For example, it can differentiate the chiral and the racemic crystal polymorph of a given polymer (it can tell if the selection of helical hands observed in the first layer is still operative in layers deposited subsequently, away from the foreign substrate). As such, electron diffraction probes growth processes taking place in the polymer itself, as opposed to growth on a foreign substrate. Recall that deposition of,... [Pg.23]


See other pages where Electron diffraction operator is mentioned: [Pg.134]    [Pg.134]    [Pg.786]    [Pg.473]    [Pg.363]    [Pg.138]    [Pg.449]    [Pg.200]    [Pg.28]    [Pg.61]    [Pg.357]    [Pg.533]    [Pg.563]    [Pg.66]    [Pg.87]    [Pg.90]    [Pg.128]    [Pg.128]    [Pg.479]    [Pg.26]    [Pg.199]    [Pg.239]    [Pg.367]    [Pg.31]    [Pg.24]    [Pg.28]    [Pg.1487]    [Pg.121]    [Pg.425]    [Pg.223]    [Pg.171]    [Pg.41]   
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