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Flatness, graphite

Fig. 5. STM image of a long bundle of carbon nanolubes. The bundle is partially broken in a small area in the upper left part of the image. Single lubes on the flat graphite surface are also displayed. Fig. 5. STM image of a long bundle of carbon nanolubes. The bundle is partially broken in a small area in the upper left part of the image. Single lubes on the flat graphite surface are also displayed.
SWNTs, the stability of the (C, PF ) ionic compound should be lower than in flat graphite layers. Therefore, during the electrochemical intercalation a chemical de-intercalation (decomposition) may take place, which explains the low faradaic yield of the anodic intercalation. [Pg.296]

Recently, in the theoretical studies on the simulation for N2 adsorption in micropore, some researchers102-104 reported that the monolayer adsorption occurs even in the micropore whose pore width is greater than the bilayer thickness of N2 (about 0.7 nm). In addition, Kaneko et al. showed the presence of the orientational phase transition of N2 on the graphitic micropore wall, which is the same as the phase transition of the monolayer on the flat graphite surface,105 and gave an effective method for the surface area determination in the microporous system.106 Therefore, even for micropores whose width is greater than 0.7 nm, dV MS can be... [Pg.362]

Characteristics Prebulged (FAB) Composite (FAC) Scored (FAS) Flat Graphite Knife (RAK) Scored (RAS)... [Pg.487]

In [m] circulenes, a family of polyaromatic hydrocarbons so named in 1975 by Wynsberg, in which m refers to the number of aromatic rings arranged in a circle, the total number of n electrons does not indicate aromaticity or anti-aromaticity according to the Hiickel rule. This rule is strictly only applicable to monocyclic systems. It is adequate, however, to consider the inner and the outer n electrons separately whose numbers obey the An + 2 Hiickel criterion for aromaticity, since both these circuits are monocyclic [49]. Coronene, a flat graphite frag-... [Pg.8]

Another example of electronic interaction between the graphite and ionic solutes is the retention of metal ions on PGC supports. Such electronic interaction, either electron donation or acceptance, is presumably between the available orbitals of metal ions and the electronic cloud of the flat graphite surface. The addition of a small concentration of oxalic acid into aqueous mobile phase tends to modify the graphite surface and to increase, through complexation, the range of metal ions retained. [Pg.1248]

Because of the considerable importance of the analysis of bio-organic compounds in biochemical and biophysical research, many liquid chromatographic methods have been developed and applied for their separation and purity control. There is now growing evidence that PGC columns can contribute considerably to this application area. The flat graphite surface is able to differentiate between closely related compounds such as the structures of several carbohydrates found in nature. [Pg.1250]

The other example is related to fullerene tubular structures [8-30], Such structures have been generated by vapor condensation of carbon on atomically flat graphite surfaces. Due to a misorientation of the top layer relative to the second layer, a Moir pattern is created whose lattice parameter is determined by the angle of misorientation. The structural model of the superpattern produced by two misoriented sheets is illustrated by Figure 8-44. [Pg.379]

The now well-known carbon nanotubes are derived from bending flat graphite layers (graphenes) into a cylindrical shape. In a similar way, it may prove possible to bend the puckered sheets of rhombohedral black P into cylinders, although some alteration of the P/P/P bond angles would probably be necessary. The feasibility of reduction of these angles to 90 is demonstrated in the transition of rhombohedral to cubic black P. [Pg.101]

Pt nucleates predominantly at regions between carbon particles or at graphite folds rather than on flat graphite surfaces. [Pg.399]

Structural unit of these lattices can be the atom - for the rare gases, the proper molecule, i.e., the finite molecule for elementary substances of type S3, P4, Xj (X= I, Cl, F, Br), or of binary compounds from class CH, CI, etc., infinite associations of atoms - linear (Se, Te), flat (graphite) or tridimensional (globular proteins). [Pg.443]


See other pages where Flatness, graphite is mentioned: [Pg.26]    [Pg.165]    [Pg.269]    [Pg.100]    [Pg.47]    [Pg.297]    [Pg.961]    [Pg.297]    [Pg.26]    [Pg.19]    [Pg.286]    [Pg.529]    [Pg.1245]    [Pg.226]    [Pg.281]    [Pg.240]    [Pg.932]    [Pg.50]    [Pg.248]    [Pg.33]    [Pg.67]    [Pg.252]    [Pg.61]    [Pg.2288]    [Pg.495]    [Pg.501]    [Pg.509]    [Pg.1892]    [Pg.124]    [Pg.205]    [Pg.207]    [Pg.91]    [Pg.4971]    [Pg.1173]   
See also in sourсe #XX -- [ Pg.6 ]




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