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Surface properties schematic representation

We start by considering a schematic representation of a porous metal film deposited on a solid electrolyte, e.g., on Y203-stabilized-Zr02 (Fig. 5.17). The catalyst surface is divided in two distinct parts One part, with a surface area AE is in contact with the electrolyte. The other with a surface area Aq is not in contact with the electrolyte. It constitutes the gas-exposed, i.e., catalytically active film surface area. Catalytic reactions take place on this surface only. In the subsequent discussion we will use the subscripts E (for electrolyte) and G (for gas), respectively, to denote these two distinct parts of the catalyst film surface. Regions E and G are separated by the three-phase-boundaries (tpb) where electrocatalytic reactions take place. Since, as previously discussed, electrocatalytic reactions can also take place to, usually,a minor extent on region E, one may consider the tpb to be part of region E as well. It will become apparent below that the essence of NEMCA is the following One uses electrochemistry (i.e. a slow electrocatalytic reaction) to alter the electronic properties of the metal-solid electrolyte interface E. [Pg.206]

FIG. 1 Schematic representation of the operation of the scanning polarization force microscope (SPFM). An electrically biased AFM tip is attracted toward the surface of any dielectric material. The polarization force depends on the local dielectric properties of the substrate. SPFM images are typically acquired with the tip scanning at a height of 100-300 A. (From Ref. 32.)... [Pg.249]

Figure 3. Schematic representation of a model zeolite cylindrical micropore (as for instance the AlP04-5 zeolite one). The curved inner zeolite surface is expected to influence greatly the confined molecule properties. Indeed, such a highly curved surface can be seen as composed of four surface types top, bottom, left and right surfaces. Figure 3. Schematic representation of a model zeolite cylindrical micropore (as for instance the AlP04-5 zeolite one). The curved inner zeolite surface is expected to influence greatly the confined molecule properties. Indeed, such a highly curved surface can be seen as composed of four surface types top, bottom, left and right surfaces.
Figure 15.21 shows a schematic representation of the SCCO2 treatment effect for promoting the internal diffusion of metal ions to prepare Rh and RhPt alloy nanoparticles in mesoporous FS-16 and HMM-1. The supercritical phase displays both liquid and gas properties at the same time. SCFs can also dissolve various metal precursors, which promotes their mobiUty and surface-mediated reaction to form nanoparticles by the hydrogen reduction in the mesoporous cavities of... [Pg.619]

Fig. 8. Schematic representation of protein-mediated cell adhesion on biomaterial surfaces. Biomaterial surface properties (such as hydrophilicity/hydrophobicity, topography, energy, and charge) affect subsequent interactions of adsorbed proteins these interactions include but are not limited to adsorbed protein type, concentration, and conformation. Changes in protein-surface interactions may alter accessibility of adhesive domains (such as the peptide sequence arginine-glycine-aspartic acid) to cells (such as osteoblasts, fibroblasts, or endothelial cells) and thus modulate cellular adhesion. (Adapted and redrawn from Schakenraad, 1996.)... Fig. 8. Schematic representation of protein-mediated cell adhesion on biomaterial surfaces. Biomaterial surface properties (such as hydrophilicity/hydrophobicity, topography, energy, and charge) affect subsequent interactions of adsorbed proteins these interactions include but are not limited to adsorbed protein type, concentration, and conformation. Changes in protein-surface interactions may alter accessibility of adhesive domains (such as the peptide sequence arginine-glycine-aspartic acid) to cells (such as osteoblasts, fibroblasts, or endothelial cells) and thus modulate cellular adhesion. (Adapted and redrawn from Schakenraad, 1996.)...
The effects of the crystallographic face and the difference between metals are evidence of the incorrectness of the classical representations of the interface with all the potential decay within the solution (Fig. 3.13a). In fact a discontinuity is physically improbable and experimental evidence mentioned above confirms that it is incorrect, the schematic representation of Fig. 3.136 being more correct. This corresponds to the chemical models (Section 3.3) and reflects the fact that the electrons from the solid penetrate a tiny distance into the solution (due to wave properties of the electron). In this treatment the Galvani (or inner electric) potential, (p, (associated with EF) and the Volta (or outer electric) potential, ip, that is the potential outside the electrode s electronic distribution (approximately at the IHP, 10 5cm from the surface) are distinguished from each other. The difference between these potentials is the surface potential x (see Fig. 3.14 and Section 4.6). [Pg.58]

Fig. 16 Schematic representation of an interface-induced segregation scenario. As long as the viscosity of the crosslinking system is low enough, segregation of epoxy resin and curing agent may occur, driven by the polar surface of the Cu component. Conservation of mass requires a depletion zone close to the zone of enrichment. Via the network structure the concentration profile is reflected by the local mechanical properties of the cured epoxy system... Fig. 16 Schematic representation of an interface-induced segregation scenario. As long as the viscosity of the crosslinking system is low enough, segregation of epoxy resin and curing agent may occur, driven by the polar surface of the Cu component. Conservation of mass requires a depletion zone close to the zone of enrichment. Via the network structure the concentration profile is reflected by the local mechanical properties of the cured epoxy system...
The LEED pattern of the clean (1x2) reconstructed Au(llO) is presented in Fig. 16 [72] together with a schematic representation of the missing row reconstructed surface. The peculiar geometry of the missing row reconstructed surfaces of fee metals offers a priori a unique way to generate linear structures of adatoms and to measure their specific properties. However, as will be seen below, in the present case, the situation is more complex. [Pg.431]

Studies in recent years on the surface properties of transition metal oxides have demonstrated that the surface structural stability, the surface electronic structure, and the surface chemical reactivity depend on the crystallographic orientation of the exposed surface and the presence of surface imperfection, such as steps and point defects (1 ). ZnO is one recent example. The natural surfaces of ZnO, which can be prepared in a relatively well-ordered state, include he Zn-polar (0001), the 0-polar (OOOT), and the nonpolar (IOIO) surfaces. (See Figure 1 for a schematic representation of these surfaces). These surfaces have been shown to possess different chemisorptive properties and reactivities. It was shown that CO2 was desorbed from a nonpolar surface at about 120 0, but from a Zn-polar surface at (2 ). [Pg.205]

Figure 20 Schematic representation of a metai crystaiiite deposited on YSZ and of the changes induced in its eiectronic properties upon polarizing the catalyst-soiid eiectroiyte interface and changing the Fermi level (or electrochemical potential of electrons) from an initial value p to a new value p-eti- Due to the lack of charge carriers In the gas phase the (average Volta potential P remains zero over the gas-exposed electrode surface and this leads directly to Equation (46). Reprinted with permission from Elsevier Science Publishers B.V., Amsterdam. ... Figure 20 Schematic representation of a metai crystaiiite deposited on YSZ and of the changes induced in its eiectronic properties upon polarizing the catalyst-soiid eiectroiyte interface and changing the Fermi level (or electrochemical potential of electrons) from an initial value p to a new value p-eti- Due to the lack of charge carriers In the gas phase the (average Volta potential P remains zero over the gas-exposed electrode surface and this leads directly to Equation (46). Reprinted with permission from Elsevier Science Publishers B.V., Amsterdam. ...
Figure 4.4 Schematic representation of the quaiitative reiationship between the surface properties and the observed performance of the cataiysts in the seiective photo-oxidation of cyciohexane. Reproduced with permission from Eisevier [29]. Figure 4.4 Schematic representation of the quaiitative reiationship between the surface properties and the observed performance of the cataiysts in the seiective photo-oxidation of cyciohexane. Reproduced with permission from Eisevier [29].
The essential point is that such an adsorption process markedly influences the hydrodynamic and electrical properties of the interface. Figure 3.16 is a schematic representation of the structure formed polymer chains with fixed charges extend out of the solid surface to an average distance d = b — a in this region, the fluid can move, although with an increased viscosity because of the hydrodynamic resistance of the polyelectrolyte layer (also called hydrogel layer). To take this into account, a friction term — yv is included in the Navier-Stokes equation. [Pg.70]

Scheme 15.1 shows the mercerization of C. indica fibers. Mercerization and other surface treatments have also been carried out to alter the properties of different fibers [20]. Scheme 15.2 shows the schematic representation of different surface treatments... [Pg.403]


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Properties schematic representation

Schematic representation

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