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Silver crystal

Reacting Hg with Hg(MFg)2 (M = Nb, Ta) gives golden crystals of Hgg. MF, which subsequently are transformed into silver crystals of HgjMFft . Under these conditions small amounts of Hgj(MF5)2S04 (M = Nb, Ta) and Hg4(Ta2F,i)2 form. ... [Pg.526]

The above rate equations confirm the suggested explanation of dynamics of silver particles on the surface of zinc oxide. They account for their relatively fast migration and recombination, as well as formation of larger particles (clusters) not interacting with electronic subsystem of the semiconductor. Note, however, that at longer time intervals, the appearance of a new phase (formation of silver crystals on the surface) results in phase interactions, which are accompanied by the appearance of potential jumps influencing the electronic subsystem of a zinc oxide film. Such an interaction also modifies the adsorption capability of the areas of zinc oxide surface in the vicinity of electrodes [43]. [Pg.251]

In order to gain more insight into the dependence of the UPD process and structure of the layer on the crystal structure of the substrate, the UPD of lead has been studied on silver crystal surfaces using linear sweep voltammetry. Low energy electron diffraction (LEED) has been used to examine the initial substrate surface as well as the UPD layers as a function of the potential... [Pg.141]

If pi differs from p0, as in Eq. (63), then the rate of evaporation of a small droplet should be different from that from a plane surface of equal extent. This reasoning was extended133 to the vaporization of minute silver crystals (e.g.,... [Pg.48]

The cell in the 12-kW plant was then modified to incorporate a system of spacers between the cathode and the membrane to ensure that the membrane did not contact the cathode. When the 12-kW plant was restarted, the catholyte level had risen more than would be expected during normal process operating conditions after 36 hours of operation. The cell was dismantled and the membrane was found to have small pinholes along the bottom edge. In addition, metallic silver deposits in the form of dendritic silver crystals were found in the cell. [Pg.73]

Dendrite growth. Solid silver crystal needles grow on the cathode that can lead to arcing, short circuits, and membrane breach. [Pg.73]

Reinders and his coworkers assume that the silver atoms sublimated onto the glass plate adhere to it at the point of contact. They then calculate on a probability basis the number of atom pairs, triplets, etc. expected per unit area from the total number of atoms impinging upon that area. They assume that a pair is formed only if the second atom strikes the first or if it strikes the glass at a distance from the first not greater than the normal distance between adjacent atoms in the silver crystal. Experimentally, they find that the number of developed nuclei corresponds closely with the calculated number of initial centers containing four or more atoms. A recalculation of their data based on a more accurate probability treatment (Berg, 43) does not materially change the result. [Pg.123]

Scholz and Hasse [377] have shown that crystals of metallic silver can be grown at liquid/liquid interfaces (water with AgNOs -octanol with ferrocene). Depending on the reactants concentrations in both phases, silver crystallized in the form of (1) wires (whiskers with radii from about 50 nm to 50 pm) growing into the organic phase (2) Christmas treelike deposits at the interface and even (3) extremely smooth films of silver. [Pg.945]

A powder diffraction pattern establishes that silver crystallizes in a face-centred cubic unit cell. The 111 reflection is observed at 0=19.1°, using Cu-Ka radiation. Determine the unit cell length, a. If the density of silver is 10.5x10 kg m and Z=4, calculate the value of the Avogadro constant. (The atomic mass of silver is 107.9.)... [Pg.143]

Silver crystallizes in the face-centered cubic (fee) form, (a) Make a sketch of the three basal faces of silver with the Miller indices [i.e., (100), (110), and (111)] and calculate the atom densities on these faces in atoms per cm2. The interatomic distance of Ag-Ag is equal to 0.2889 nm. (b) If only geometric factors are responsible for differences in the adsorption, what is the sequence of the surface concentration of adsorbed species on the individual planes (Bockris)... [Pg.302]

When a catalytic reaction takes place on a nonporous metal surface the coupling between the exothermic chemical reaction and the transport effects may also give rise to multiple steady states. Apparently, in the realm of chemical reaction engineering the first experimental observation of multiple steady states was done just for the catalytic wire problem [see Tamman (29), Davies (30), and Buben (5/)]. Catalytic gauzes consisting of wire screens or layers of metal pills (e.g., the silver crystals) are used for a number of industrially important catalytic reactions as, e.g., synthesis of... [Pg.69]

Observe the copper wire every five minutes until a large quantity of silver crystals is seen. [Pg.165]

Do all the silver crystals have the same geometric shape If all the silver crystals have the same geometric shape, what does this mean about the atomic structure of a metallic crystal ... [Pg.165]

Demonstration 4.1 shows that the formation rate makes the difference. Glass, as it cools, solidifies quickly from the molten state. There is no time for the atoms and ions to line up in an orderly structure. They are frozen in place like pebbles in ice. Silver crystals, however, form slowly as silver atoms line up in a face-centered cubic arrangement. The atoms are as uniform as soldiers waiting for inspection. [Pg.166]

All silver crystals have the same geometric shape. Therefore, the crystalline shape of a metallic solid is a function of the size of the metal solid atoms and their electron configuration. Each metal has its own geometric crystalline shape. Aluminum atoms pack into a face-centered cubic cell. Iron s solid structure is body-centered cubic. [Pg.195]

Nucleation — Stochastic approach to nucleation — Spatial distribution of clusters — Figure. Experimental (histograms) and theoretical (lines) distribution of the distances between first (a), second (b) and third (c) neighbor silver crystals electro chemically deposited on a glassy carbon electrode [iii-v]... [Pg.460]

Description Formaldehyde solutions are produced by oxidation with methanol in the air. In the UIF process, the reaction occurs on the surface of a silver-crystal catalyst at temperatures of 620°C-680°C, where the methanol is dehydrated and partly oxidized ... [Pg.94]

The earliest employ s supported silver crystals. It leads to a heat balance equalized between the % apon2er and the exchanger/reaaor stage. It avoids methanol distillation and recyclings and achieves sufficient once-through conversion to leave the residual alcohol in the fonnaldehyde solunon. The total yield is 87.5 molar per cent based on the methanol introduced, and 91 per cent in relation to the metlianol cooverted The formaldehyde concentration of the final product ranges from 40 to 44 per cent weight... [Pg.99]

Figure 7 Characterization of silver nanoparticles produced by AG4 clone, (a) TEM micrograph of silver nanocrystal morphologies obtained from AG4 clone, (b c) TEM micrographs of silver nanoparticles with AG4 peptides. Inset in (b) is electron diffraction pattern from [111] beam direction for fee crystal, (d) Edge of truncated silver crystal, (e) EDX spectrum indicative for the presence of silver, Cu, and carbon are due to grid. (Reproduced by permission of Nature Publishing Group (www.nature.com))... Figure 7 Characterization of silver nanoparticles produced by AG4 clone, (a) TEM micrograph of silver nanocrystal morphologies obtained from AG4 clone, (b c) TEM micrographs of silver nanoparticles with AG4 peptides. Inset in (b) is electron diffraction pattern from [111] beam direction for fee crystal, (d) Edge of truncated silver crystal, (e) EDX spectrum indicative for the presence of silver, Cu, and carbon are due to grid. (Reproduced by permission of Nature Publishing Group (www.nature.com))...

See other pages where Silver crystal is mentioned: [Pg.272]    [Pg.342]    [Pg.493]    [Pg.203]    [Pg.113]    [Pg.525]    [Pg.60]    [Pg.70]    [Pg.31]    [Pg.200]    [Pg.119]    [Pg.138]    [Pg.143]    [Pg.144]    [Pg.105]    [Pg.485]    [Pg.613]    [Pg.133]    [Pg.919]    [Pg.188]    [Pg.164]    [Pg.229]    [Pg.244]    [Pg.460]    [Pg.232]    [Pg.320]    [Pg.97]    [Pg.99]    [Pg.99]    [Pg.36]   
See also in sourсe #XX -- [ Pg.280 ]




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Cubic Close Sphere Packings as Models for a Silver Crystal

Cubic Closest Packing as a Model for Silver Crystals

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