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Absorber layer thickness

Salt effects in polyelectrolyte block copolymer micelles are particularly pronounced because the polyelectrolyte chains are closely assembled in the micellar shell [217]. The situation is quite reminiscent of tethered polymer brushes, to which polyelectrolyte block copolymer micelles have been compared, as summarized in the review of Forster [15]. The analogy to polyelectrolyte brushes was investigated by Guenoun in the study of the behavior of a free-standing film drawn from a PtBS-PSSNa-solution [218] and by Hari-haran et al., who studied the absorbed layer thickness of PtBS-PSSNa block copolymers onto latex particles [219,220]. When the salt concentration exceeded a certain limit, a weak decrease in the layer thickness with increasing salt concentration was observed. Similar results have been obtained by Tauer et al. on electrosterically stabilized latex particles [221]. [Pg.113]

The best stabilized cell efficiencies on ZnO Al obtained at the FZJ in a PECVD reactor for 30 x 30 cm2 substrates were 8.0, 8.9, and 11.2% for a-Si H p-i-n, )LLc-Si H p-i-n, and a-Si H/)j,c-Si H tandem cells, respectively [152], The best initial efficiency for pc-Si H single junction solar cells was achieved by Mai et al., who reached 10.3% for an absorber layer thickness of 1.6 J,m, which was deposited at a high deposition rate of 11 As-1 [153], Initial aperture area module efficiencies of 10.8 and 10.6% were achieved for a-Si H/pc-Si H tandem modules with an aperture area of 8 x 8 and 26 x 26 cm2, respectively [154,155]. The efficiency of the small area module stabilized at an efficiency of 10.1% after lOOOh of light soaking as confirmed by the National Renewable Energy Laboratory (NREL, see Fig. 8.29). [Pg.403]

If the concentration, c, of the absorbing species is doubled and the absorbing layer thickness is reduced by a factor of two, then the total number of absorbing molecules remains the same, hence the absorbance A will also remain the same. Therefore the absorbance is a function of the number of absorbing centres in the light-beam, i.e., of the product cl, and the above equation can be given the form ... [Pg.29]

Another possibility of increasing the absorption method sensitivity is the lengthening of the light beam optical path (of the effective absorbing layer thickness) by means of mirrors. In this way, CH, C2 and C3 radicals were detected in the absorption spectrum of an acetylene-oxygen flame [204]. [Pg.18]

For thin-film solar cells with absorber layer thicknesses of the order of the space charge regions, a substantial part of the absorber layer will be depleted of free charge carriers. Thus, collection will be (at least partly) field driven and, additionally, non-geminate recombination will be nonlinear. Under these circumstances, the superposition principle will cease to be valid and (7) has to be rephrased ... [Pg.285]

Beer s law This states that the proportion of light absorbed depends on the thickness d) of the absorbing layer, and on the molecular concentration (c) of the absorbing substance in the layer. It is an extension of Lambert s law, and may be written in the form... [Pg.53]

Thickness of the laminar layer is deterrnined both by the need to reproduce fine detail in the object and by the penetration depth of the actinic laser light into the monomer bath (21,76). There is thus a trade-off between precision of detail in the model and time required for stereohthography, ie, the number of layers that have to be written, and an optimum Light-absorbing initiator concentration in the monomer bath corresponding to the chosen layer thickness. Titanocene-based initiators, eg, bis-perfluorophenyltitanocene has been recommended for this apphcation (77). Mechanistic aspects of the photochemistry of titanocenes and mechanisms of photoinitiation have been reviewed (76). [Pg.393]

Beer s Law. We have so far considered the light absorption and the light transmission for monochromatic light as a function of the thickness of the absorbing layer only. In quantitative analysis, however, we are mainly concerned with solutions. Beer studied the effect of concentration of the coloured constituent in solution upon the light transmission or absorption. He found the same relation between transmission and concentration as Lambert had discovered between transmission and thickness of the layer [equation (3)], i.e. the intensity of a beam of monochromatic light decreases exponentially as the concentration of the absorbing substance increases arithmetically. This may be written in the form ... [Pg.649]

The definition of different lubrication regimes is a historic problem [41 ]. In boundary lubrication, molecules will be absorbed on a solid surface of a tribo-pair and form a monomo-lecular absorbed layer as described by Hardy [42] as shown in Fig. 1 (a). If the film thickness of lubricants in the contact region is from a few nanometres to tens of nanometres, different layers will be formed as shown in Fig. 1 (b) proposed by Luo et al. [3,4]. The layer close to the surfaces is the adsorbed film that is a monomolecular layer. The layer in the... [Pg.37]

FIG. 9 Silver nanoparticles capped by 4-carboxythiophenol electrostatically adsorbed to positively charged octadecylamine monolayers, (a) Mass uptake versus number of layers at subphase pH 12 and pH 9 the inset shows the contact angle of water versus the number of layers, (b) Absorbance spectra as a function of the number of layers transferred (left), with the inset showing the plasmon absorbance at 460 nm versus the number of layers. Thickness versus number of layers as determined by optical interferometry is shown on the right. (Reprinted with permission from Ref. 103. Copyright 1996 American Chemical Society.)... [Pg.73]

Since natural Au consists solely of Au, the interface-selective enrichment technique cannot be applied in Au studies. The absorber thickness for Au is required to be large and therefore multilayered samples of Au layers/3r/ metal layers have to be prepared. The spectra for Au/Fe with varying Au-layer thickness are shown in Fig. 7.83 [437]. The results were interpreted as follows large magnetic hyperfine fields at Au sites exist only within two monolayers at the interface region, which are supposed to be induced by direct coupling with anti-ferromagnetically oriented Fe 3d atoms. [Pg.365]

The experimental findings of the optical density in the absorption region of the C=0 group (1770 cm-1 at a layer thickness of h = 0.87 x 10 4 cm), of the molar extinction coefficients of irradiated and non-irradiated copolymer films, and of the intensities of absorbed light (= 405 nm) made it possible to determine the quantum efficiency of C=0 group consumption using the known equation... [Pg.134]

The force-distance profiles Al, A2 appear to show the relaxed, or quasi-equilibrium limit for the interaction between the mica plates bearing the PEO in the good solvent conditions of the present study. The adsorbed layer thicknesses 6 are then about half the value of D at which onset of repulsion (A curves) is first noted. 6 thus corresponds to some 3Rg for both polymers in the present investigation, a value comparable to that obtained for hydrodynamic layer thickness of PEO absorbed on latex particles in water, for similar molecular weights, from light scattering studies. [Pg.239]

Fluid motion acts to decrease the diffusion boundary layer thickness. Strategies of the microorganism to increase solute flux by decreasing its size or surface concentrations of the solute, c°, will be examined in Section 6. In this section, the solute concentration at the surface of the organism, c°, is assumed to be zero, i.e. the cell is a perfect absorber (sink), since this will provide an upper limit for the importance of fluid motion. It is clear that if fluid motion has no effect for a perfect absorber, it will have no effect for an imperfect one. [Pg.455]

The two films are schematically described in Fig. 5.1, in which the presence of an interfacially absorbed layer of extractant molecules is also shown. 5 and 5 represent the thickness of the organic and aqueous films, respectively. In these layers the liquid phases are considered completely stagnant (i.e., no movement of the fluids takes place in spite of the mechanical energy that is dissipated in the two-phase system to provoke mixing of the aqueous and organic phases). [Pg.210]


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