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Surfaces defect-free

Fig. 10). With the completion of the structure transition, the current should drop to zero, which is indeed the case except for peak B, where a slight leak current is seen (ascribed to the side reaction Cu++ I c > Cu+). According to the theory by Bewick, Fleischmann and Thirsk (BFT) the transients can be used to distinguish between instantaneous and progressive nucleation [45], A corresponding analysis revealed that the falling part of the transients agrees well with the model for instantaneous nucleation, while the rising part shows a systematic deviation. This was explained by the existence of surface defects on a real electrode in contrast to the ideal case of a defect-free surface assumed in the theoretical model. By including an adsorption term in the BFT theory to account for Cu deposition at defects, the experimentally obtained transients could indeed be reproduced very well [44], We shall return to the important role of surface defects in metal deposition later (sec. 3.2). Fig. 10). With the completion of the structure transition, the current should drop to zero, which is indeed the case except for peak B, where a slight leak current is seen (ascribed to the side reaction Cu++ I c > Cu+). According to the theory by Bewick, Fleischmann and Thirsk (BFT) the transients can be used to distinguish between instantaneous and progressive nucleation [45], A corresponding analysis revealed that the falling part of the transients agrees well with the model for instantaneous nucleation, while the rising part shows a systematic deviation. This was explained by the existence of surface defects on a real electrode in contrast to the ideal case of a defect-free surface assumed in the theoretical model. By including an adsorption term in the BFT theory to account for Cu deposition at defects, the experimentally obtained transients could indeed be reproduced very well [44], We shall return to the important role of surface defects in metal deposition later (sec. 3.2).
Another important issue associated with tribological simulations involves the definition of the system to be studied. For example, a simple tribological system consists of two atomically flat, defect-free surfaces sliding past one another. Because of computational convenience, it is common... [Pg.68]

At the simplest level, nanoparticles of hard substances are useful as polishing powders which are able to give very smooth, defect-free surfaces. Indeed, 50 nm nanoparticles of cobalt tungsten carbide are found to be much harder than the bulk material. Therefore, they can be used to make cutting and drilling tools that will last longer. [Pg.434]

Recently, it has been demonstrated [53] that at room temperature the Ge(0 01) surface does not show a uniform simple reconstruction, but instead an ordered striped pattern consisting of p(2 x 1) and c(4 x 2) domains (see Fig. 4). This striped pattern corresponds to a minimum free energy and can be fully explained in terms of a well-established strain relaxation theory [54]. With increasing temperature the p(2 x 1) domains grow at the expense of the c(4 x 2) domains. It requires extremely clean and defect-free surfaces to observe this phenomenon, which is probably the reason why it hasn t been observed before. In contrast to Ge(00 1) it is inherently difficult to prepare clean Si(00 1) surfaces with defect densities low enough for this pattern to develop. [Pg.335]

Ruiz et al. have prepared defect-free surfaces of self-assembled BCs from a chemical pattern prepared near the limit of current lithographic tools [154]. The pattern is obtained in two steps by using an e-beam resist layer to write a hexagonal pattern followed by use of an oxygen plasma to generate a chemical contrast on the substrate. After the self-assembly of cylinder-forming PS-b-PMMA diblock copolymer, a pattern rectification is observed compared to substrate defects leading to... [Pg.184]

Fig. 4. Effect of pressure and bias on surface quality following 1 min. O2 RIE. Shaded area shows combination of pressure and bias that result in a defect-free surface. Fig. 4. Effect of pressure and bias on surface quality following 1 min. O2 RIE. Shaded area shows combination of pressure and bias that result in a defect-free surface.
Pad Hardness Hardness, measured in relative units based on the type and mode of the indentation, is generally a measure of the ability of the pad to maintain its shape, and thus it is linked to elastic and viscoelastic properties. Harder pads are expected to provide better planarity. Softer pads, on the other hand, may provide better (defect-free) surfaces. Whereas it is difficult to measure the hardness of the pads, the viscoelastic behaviors can be measured to provide the necessary information. [Pg.45]

The coadsorption of CO and 02 on the metastable Au8 cluster described above has been further examined in a series of experiments and calculations by Yoon et al.170 These calculations compared the Au8 cluster bound on an F-center on Mg(001) and on a defect-free surface. Experimentally, the former is active for CO oxidation while the latter is not.170 The calculations confirm that the cluster is much more strongly bound on the F-center than on the defect-free surface. The net charge transfer to the cluster-adsorbate complex was 1.5e (le) on the F-center (defect-free surface). A key point of this combined experimental and DFT study was that shifts in CO stretching frequencies on these clusters could be used as a means to probe the charging of the clusters. [Pg.137]

The magnetization on the Ni and Co clusters is largely unchanged also in the supported species. In some cases, however, there is a partial quenching of the magnetic moment which is generally restricted to the metal atoms in direct contact with the oxide anions [203]. Thus, despite the relatively strong MgO/M4 bonds (C04 is bound on MgO by 2.0eV, Ni4 by 2.4eV), the electronic structure of supported transition metal moieties is only moderately perturbed. These conclusions are valid only for an ideal defect-free surface ... [Pg.227]

The (100) face of MgO crystals has been the subject of many studies and is energetically the most stable face in rock salt crystals (Coluccia et al., 1979 Colburn and Mackrodt, 1983 Moodie and Warble, 1971). The reason for its stability is that it is electroneutral (nonpolar), containing equal numbers of cations and anions. MgO cleaves extremely well along the (100) plane, yielding a relatively flat and defect-free surface. The anions and cations on the (100) surface are pentacoordinated, four in the surface plane and one directly below in the second atomic plane. The missing bond lies directly above the surface ion. [Pg.129]

Grain boundaries and free surfaces are considered to be planar defects. Free surfaces were discussed in Chap. 4. This section deals with grain boundary structure and grain boundary segregation. [Pg.168]

Formation and Growth of Nnclei Nuclei form at specific points of the reactant crystal lattice. These points are located in regions with disordered structure, for instance, where dislocations emerge onto the surface, at vacancies, at interstitial-ion or impurity clusters. At these points of the lattice the molecules of the original substance may not be as fully coordinated as on an ideal (defect-free) surface and this makes them more susceptible to decomposition. [Pg.19]


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Free surface

Surface defects

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