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Neutral interface crossed

Remark 1.11 The choice of +1 for the sign of a monomer that lies on the interface is clearly asymmetric and it may look unnatural and possibly 0 may be a more reasonable choice. This point is not secondary since in principle one would like to separate the case of neutral interfaces and the case in which there are rewards and/or penalties also for crossing or for lying on the interface, see in particular Section 1.6.3 below. Observe also that one can of course extend the first sum in the right-hand side of (1.64)... [Pg.34]

Relative photoionization cross sections for molecules do not vary gready between each other in this wavelength region, and therefore the peak intensities in the raw data approximately correspond to the relative abundances of the molecular species. Improvement in quantification for both photoionizadon methods is straightforward with calibration. Sampling the majority neutral channel means much less stringent requirements for calibrants than that for direct ion production from surfaces by energetic particles this is especially important for the analysis of surfaces, interfaces, and unknown bulk materials. [Pg.563]

Later we will describe both oxidation and reduction processes that are in agreement with the electrochemically stimulated conformational relaxation (ESCR) model presented at the end of the chapter. In a neutral state, most of the conducting polymers are an amorphous cross-linked network (Fig. 3). The linear chains between cross-linking points have strong van der Waals intrachain and interchain interactions, giving a compact solid [Fig. 14(a)]. By oxidation of the neutral chains, electrons are extracted from the chains. At the polymer/solution interface, positive radical cations (polarons) accumulate along the polymeric chains. The same density of counter-ions accumulates on the solution side. [Pg.338]

As illustrated in Fig. 5, large errors on logP are produced when approximated by Eq. (14). Indeed, in the pH region where the ionized species dominate, the proportion of neutral molecules in the aqueous phase becomes rapidly negligible. The ions are then liable to partition into the organic phase provided they form an ion pair with an electrolyte present in the aqueous phase or a species of equal charge crosses the interface in the opposite direction in order to maintain electroneutrality. [Pg.735]

The first step in the deposition process is that in which an ion crosses the electrified interface, i.e., the charge-transfer reaction. Picture the situation (Fig. 7.122). A hydrated ion (e.g., a silver ion) is waiting at the OHP. In the direction of the silver metal electrode, there is the three-dimensional network, or lattice, consisting of silver ions cemented together by an electron gas. The silver ions in the lattice each lay claim to an electron of the electron gas in this sense, they can be said to be neutral and... [Pg.577]

Quaternary ammonium or phosphonium salts. In the above-mentioned case of NaCN, the uncatalyzed reaction does not take place because the CN" ions cannot cross the interface between the two phases, except in very low concentration. The reason is that the Na ions are solvated by the water, and this solvation energy would not be present in the organic phase. The CN ions cannot cross without the Na ions because that would destroy the electrical neutrality of each phase. In contrast to Na+ ions, quaternary ammonium (R4N )4116 and phosphonium (R4P ) ions with sufficiently large R groups are poorly solvated in water and prefer organic solvents. If a small amount of such a salt is added, three equilibria are set up ... [Pg.363]

The astute reader may argue at this point that since the bulk of any material has to be neutral, it follows that f was constant across that material and therefore the electric work was a constant that could be included in p.°, for instance. The fundamental problem with this approach, however, is that in order to insert a charged particle into a given phase, an interface has to be crossed. It follows that if a given interface is charged with respect to the bulk, the electric work can no longer be neglected. [Pg.127]

Figure 2 Charge transfer equilibration processes at semiconductor/metal Junctions. (a) Before equilibrium is established, the entire semiconductor is neutral, (b) At equiUbrium, a positively charged region of width Wi is present in the semiconductor, (c) Similar to (a), except that the Fermi level in the metal (Sp.m) is farther from vacuum (more positive) than in (a), (d) Similar to (b), but the charged region extends deeper into the semiconductor Wz > Wi), because the number of charges that must cross the semiconductor/metal interface is greater. In both (b) and (d), the positions of the conduction and valence band edges are unchanged by the charge equilibration processes... Figure 2 Charge transfer equilibration processes at semiconductor/metal Junctions. (a) Before equilibrium is established, the entire semiconductor is neutral, (b) At equiUbrium, a positively charged region of width Wi is present in the semiconductor, (c) Similar to (a), except that the Fermi level in the metal (Sp.m) is farther from vacuum (more positive) than in (a), (d) Similar to (b), but the charged region extends deeper into the semiconductor Wz > Wi), because the number of charges that must cross the semiconductor/metal interface is greater. In both (b) and (d), the positions of the conduction and valence band edges are unchanged by the charge equilibration processes...
This order-order transition is well-rationalized by the concept of the CPP expressed as vlAl, which is the ratio between the volume of the hydrophobic lipid tail, V, and the product of the cross-sectional lipid head area. A, and the lipid chain length, 1. When linoleic acid is deprotonated (pH 7), the effective area A is large because of the electrostatic repulsive interactions among different hpid heads. When, however, the linoleic acid is mostly neutral (pH 2), A decreases and the CPP increases, promoting the transition from flat to reverse (water-in-oil) interfaces and inducing a bicontinuous cubic reverse columnar hexagonal transition. [Pg.404]


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