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Two-dimensional phase changes

A further complication which not infrequently appears is the occurrence of a phase transition within the adsorbed film. Detailed investigation of a number of step-like isotherms by Rouquerol, Thorny and Duval, and by others has led to the discovery of a kink, or sub-step within the first riser, which has been interpreted in terms of a two-dimensional phase change in the first molecular layer. [Pg.89]

The highly distinctive form of a Type VI isotherm is due to a stepwise layer-by-layer adsorption process. Such isotherms are given by the adsorption of simple non-polar molecules (e.g. argon, krypton and xenon) on uniform surfaces (e.g. the basal plane of graphite). The steps become less sharp as the temperature is increased. The vertical risers can be regarded as the adsorbed layer boundaries and the centres of the treads (inflection points) as the layer capacities. When present, sub-steps are associated with two-dimensional phase changes in the monolayer. Useful information concerning the surface uniformity and adsorbate structure can be obtained from the relative layer capacities and the presence of sub-steps. [Pg.442]

The effect of acetate, citrate, and thiourea on Pb underpotential deposition on Ag(lll) has been studied. The effects of the anionic character of the additives were discussed in relation to changes in voltammograms. The two-dimensional phase transformation was also discussed. The influence of various additives such as dimethylfluoride (DMF) and pyridine on cyclic voltammograms of Cu underpotential deposition on Pt(lll) was observed. Cu underpotential deposition on Pt(lll) was studied in the presence of crystal violet, coumarin, and hydroquinone. ... [Pg.242]

What types of two-dimensional phases can occur in a monolayer when the surface concentration of the surfactant and the temperature are changed individually ... [Pg.348]

Figure 13. Two-dimensional phase space ellipse representing the spatial and angular deviation of the electron beam in the (vertical) and direction. Note that the shape of the ellipse is upright at z = 0 (a) but changes at different points of the ring say at z = 1 (b) but the area is conserved. If a slit (SQ and Su) is placed at the z = 1 position, it can be projected back to the origin, (c) and (d) show the same transformation. Note that the area intersected by the slit boundaries is also conserved. The synchrotron light ellipse (SR) is also shown. [Used by permission of the editor, Springer-Verlag, from Gudat (1979), Fig. 3.7, p. 68]... Figure 13. Two-dimensional phase space ellipse representing the spatial and angular deviation of the electron beam in the (vertical) and direction. Note that the shape of the ellipse is upright at z = 0 (a) but changes at different points of the ring say at z = 1 (b) but the area is conserved. If a slit (SQ and Su) is placed at the z = 1 position, it can be projected back to the origin, (c) and (d) show the same transformation. Note that the area intersected by the slit boundaries is also conserved. The synchrotron light ellipse (SR) is also shown. [Used by permission of the editor, Springer-Verlag, from Gudat (1979), Fig. 3.7, p. 68]...
As an important fact, we note how the interest in investigating phase transitions in adsorbed argon has permitted the development of new techniques, such as the microcaloriraetric teehnique [122,123,128]. This teehnique permits a continuous recording of the properties as a funetion of eoverage or time. It has been shown that this procedure is very sensitive and very aeeurate. The existence of a peak on the eurve of the isosteric heats for a coverage close to a monolayer and, simultaneously, the presenee of a clear substep in the adsorption isotherms were interpreted as evidence for a two-dimensional phase transition of the monolayer, changing from a hypercritical fluid state to a localized one [122,128,129]. [Pg.443]

On the other hand, as applied to the submonolayer region, the same comment can be made as for the localized model. That is, the two-dimensional non-ideal-gas equation of state is a perfectly acceptable concept, but one that, in practice, is remarkably difficult to distinguish from the localized adsorption picture. If there can be even a small amount of surface heterogeneity the distinction becomes virtually impossible (see Section XVll-14). Even the cases of phase change are susceptible to explanation on either basis. [Pg.653]

Time-resolved spectroscopy has become an important field from x-rays to the far-IR. Both IR and Raman spectroscopies have been adapted to time-resolved studies. There have been a large number of studies using time-resolved Raman [39], time-resolved resonance Raman [7] and higher order two-dimensional Raman spectroscopy (which can provide coupling infonuation analogous to two-dimensional NMR studies) [40]. Time-resolved IR has probed neutrals and ions in solution [41, 42], gas phase kmetics [42] and vibrational dynamics of molecules chemisorbed and physisorbed to surfaces [44]- Since vibrational frequencies are very sensitive to the chemical enviromnent, pump-probe studies with IR probe pulses allow stmctiiral changes to... [Pg.1172]

A drop of a dilute solution (1%) of an amphiphile in a solvent is typically placed on tlie water surface. The solvent evaporates, leaving behind a monolayer of molecules, which can be described as a two-dimensional gas, due to tlie large separation between tlie molecules (figure C2.4.3). The movable barrier pushes tlie molecules at tlie surface closer together, while pressure and area per molecule are recorded. The pressure-area isotlienn yields infonnation about tlie stability of monolayers at tlie water surface, a possible reorientation of tlie molecules in tlie two-dimensional system, phase transitions and changes in tlie confonnation. Wliile being pushed togetlier, tlie layer at... [Pg.2611]


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See also in sourсe #XX -- [ Pg.442 ]




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Dimensional changes

Dimensionality change

Phase changes

Phase two-dimensional

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