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Metals in vacuum

It is clearly the workfunction O. By just charging a metal in vacuum (which affects J(= Ep)) one cannot induce NEMCA, This has been shown by charging one electrode of Pt/YSZ at potentials up to 104 V relative to earth (thus decreasing/increasing jl by 104 eV) without observing any change in kinetics. [Pg.539]

Table 6-3. The effective image plane position of a metal in vacuum estimated as a function of electron density in metal x, distance at the effective image plane fiom the jellium metal edge rws = Wigner-Seitz radius (a sphere containing one electron) which is related to electron density n, in metal (1 / n, = 4 n / 3 ) au = atomic unit (0.529 A). [From Schmickler, 1993.]... Table 6-3. The effective image plane position of a metal in vacuum estimated as a function of electron density in metal x, distance at the effective image plane fiom the jellium metal edge rws = Wigner-Seitz radius (a sphere containing one electron) which is related to electron density n, in metal (1 / n, = 4 n / 3 ) au = atomic unit (0.529 A). [From Schmickler, 1993.]...
The clean surface of metals in vacuum sustains a surface lattice transformation, as described in Sec. 6.1. Similarly, an interfadal lattice transformation takes place also on metal electrodes in aqueous solutions. In general, the interfadal lattice transformation of metal electrodes is affected by both the electrode potential and the ionic contact adsorption. [Pg.162]

The diameters of the pores of the surface layer of Loeb-Sourlrajan-type cellulose acetate membranes have been reported by several authors (1-6). The reported values of the diameters cover the range between 10 A and 60 A. For electron microscopic observations, the replication method must be used. In order to obtain the excellently contrasted Images the surface of the sample Is shadowed with heavy metals In vacuum. In many cases the Pt-Pd alloy has been used as a pre-shadowlng metal. But the resolution of the Pt-Pd replica Is at the level of about 50 A, since the size of the evaporated particles Is between 20 X and AO X (7, 8, 9). If the pore sizes are In the range of the above-mentioned level, we cannot observe them. [Pg.247]

Potassium phosphides.-—Phosphine reacts with a solution of potassium in liquefied ammonia to form potassium dihydrophosphide, KH2P, white crystals decomposed by moist air with evolution of phosphine.1 On heating, it is converted into tripotassium phosphide, K3P. A solution of potassium in liquefied ammonia reacts with red phosphorus to form potassium pentaphosphide, KPfi.2 The black product formed from potassium and phosphorus loses its excess of metal in vacuum at 400° to 450° C., yielding dipotassium pentaphosphide, K2P5. It is a lemon-yellow substance with a density of about 2, is unstable in air, and is decomposed by water with formation of solid phosphorus hydride.3... [Pg.181]

The collector [polished glass, cleaved mica, (100) face of a sodium chloride crystal, face of a metal, face of the metal] is maintained at a temperature below the melting point of the metal (in vacuum or in a neutral gas) so that crystal nuclei can be formed. The area of the film can reach several square centimeters. [Pg.30]

Here w is the work function of the uncharged metal in vacuum, and Ai/ is the Volta-potential difference in the metal/solution system which arises as a result of mutual charging of free surfaces of the metal and solution when they are brought into contact. [Pg.198]

Tables 24 and 25 contain intrinsic and low-T mass transfer diffusion data under liquids. No high-T masstransfer data were available. Most solvents inclnde H2O, and in some cases include a solid solute. Solute concentrations are reported by molarity an aqneons solvent shonld be assnmed if not listed explicitly. All experiments were performed either at room temperatnre or at a small range of T near T , consequently, most yielded only D. In order to estimate we assnmed a valne for D° nsing the average value obtained from low-T, mass transfer diffusion of metals in vacuum. More than half of the mass transfer data are connected with diffusion of organic compounds on oxides measured using fluidized bed chromatography. Tables 24 and 25 contain intrinsic and low-T mass transfer diffusion data under liquids. No high-T masstransfer data were available. Most solvents inclnde H2O, and in some cases include a solid solute. Solute concentrations are reported by molarity an aqneons solvent shonld be assnmed if not listed explicitly. All experiments were performed either at room temperatnre or at a small range of T near T , consequently, most yielded only D. In order to estimate we assnmed a valne for D° nsing the average value obtained from low-T, mass transfer diffusion of metals in vacuum. More than half of the mass transfer data are connected with diffusion of organic compounds on oxides measured using fluidized bed chromatography.
The Fermi level depends very heavily on the surface charge of the metal. In data tables, these values are given for the non-charged metal namely the work function of an electron. It is possible to obtain this quantity via experiments, since it is a measure of the amount of work needed to remove an electron from the non-charged metal in vacuum and take it away at infinite distance. [Pg.136]

Krupin, A.V. (1968) Rolling metal in vacuum. Mask. Inst. Stall Splavov, 52, 153-163. [Pg.362]

Atoms at a metal surface exhibit unsatuiated bonds that are available for fixing reactive species, atoms or molecules, present in the gas or liquid surrounding the surface. Such a reaction, when limited to one monolayer or a fraction of a mono-layer, is known as an adsorption phenomenon or chemisorption. Similarly, atoms present in the bulk metal may diffuse toward and enrich the surface by so-called thermal segregation. Segregation may also occur by selective evaporation of the metal in vacuum or in an inert gas or by selective dissolution of the metal in a liquid phase (anodic segregation). Whatever the mechanism of surface enrichment, there is strong experimental evidence that the same structural and chemical states can be achieved by adsorption or segregation. [Pg.19]

Volta potential differences are determined by the work required for moving an electrically charged probe in vacuum or in an inert gas from one point close to the surface of a condensed phase I to a point close to the surface of another phase n. The distance of the probe from the surface should be large enough that all chemical interaction and the effect of electric polarization (image force) can be neglected. This situation is illustrated for a contact between two metals in vacuum in Figure 2.3. [Pg.24]

One of the most commonly used corrosion-resistant metals in vacuum engineering is stainless steel. Stainless steel is generally desirable in that it will reform its surface oxide when the oxide layer is damaged. There are many stainless steel alloys, for example ... [Pg.122]


See other pages where Metals in vacuum is mentioned: [Pg.126]    [Pg.376]    [Pg.144]    [Pg.97]    [Pg.122]    [Pg.776]    [Pg.376]    [Pg.465]    [Pg.1]    [Pg.376]    [Pg.871]    [Pg.67]    [Pg.305]    [Pg.221]    [Pg.288]    [Pg.950]    [Pg.362]    [Pg.936]    [Pg.402]    [Pg.196]   
See also in sourсe #XX -- [ Pg.179 ]




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