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Transfer layer

The ionized developers are then capable of diffusing. Transfer of an electron reduces the silver and generates the semiquinone ion radical of the auxiUary developer (eq. 10). In turn, a dye developer molecule of the adjacent layer transfers an electron to the semiquinone, returning the auxiUary developer to its original state and leaving the dye developer in the semiquinone state (eq. 11). Further oxidation of the semiquinone leads to the quinone state of the dye developer. [Pg.499]

Procedure. Weigh out 0.0226 g of hydrated ammonium iron(III) sulphate and dissolve it in 1 L of water in a graduated flask 50 mL of this solution contain 100 g of iron. Place 50.0 mL of the solution in a 100 mL separatory funnel, add 10 mL of a 1 per cent oxine (analytical grade) solution in chloroform and shake for 1 minute. Separate the chloroform layer. Transfer a portion of the latter to a 1.0 cm absorption cell. Determine the absorbance at 470 nm in a spectrophotometer, using the solvent as a blank or reference. Repeat the extraction with a further 10 mL of 1 per cent oxine solution in chloroform, and measure the absorbance to confirm that all the iron was extracted. [Pg.178]

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]

The other method of monolayer transfer from the air/water interface onto solid substrates is illustrated in Figure 2. This method is called the Langmuir-Schaefer technique, or horizontal lift. It was developed in 1938 by I. Langmuir and V. Schaefer for deposition of protein layers. Prepared substrate horizontally touches the monolayer, and the layer transfers itself onto the substrate surface. The method is often used for the deposition of rigid monolayers and for protein monolayers, hi both cases the apphcation of the Lang-muir-Blodgett method produces defective films. [Pg.142]

Prepare a chromatographic column with silica gel (5 g, deactivated with 1.5% water) packed in n-hexane. Add a 3-cm layer of anhydrous sodium sulfate on the top of the silica gel column. Drain the n-hexane down to the sodium sulfate layer. Transfer the n-hexane phases obtained from the derivatized samples into the column and let the n-hexane drain. Elute with a first fraction of n-hexane-ethyl acetate (50 mL, 9 1, v/v) and discard the eluate. Elute with a second fraction of n-hexane-ethyl acetate (50 mL, 7 3, v/v) and collect the eluate in a 100-mL evaporation flask. Concentrate the eluate to dryness with a rotary evaporator and dissolve the residue in 5 mL of toluene for GC/MS analyses. [Pg.1201]

The effects of small-scale surface irregularities on the boundary layer transfer processes are usually incoiporated only through the surface roughness parameter zo- The range of variation of Zo over different land... [Pg.256]

Sonicate the mixture in an ultrasonic bath (>200W) at about 40°C for 5 min. Centrifuge the mixture for f min to separate layers. Transfer the hexane layer into a fO-mL volumetric flask. [Pg.138]

This is useful for pattern recognition. The parameter / influences the nonlinearity of the hidden layer transfer function. The training of the NN is then based on the feedforward and backpropagation algorithm, in which the weighing factors Wn are adjusted during the NN learning in order to minimize the difference between the desired output D and the actual output Y. [Pg.325]

The acid ammonium sulfate solution is poured off, and the carbon tetrachloride layer transferred to a 1-1. separatory funnel. Three hundred milliliters of 5 per cent ammonium sulfate solution is added to the funnel, and the mixture shaken vigorously for 5 minutes. The two layers are separated, and the operation repeated. The final carbon tetrachloride solution weighs about 270 g. and contains about 12 per cent of nitrogen trichloride which is practically free from excess chlorine. The solution may be dried with a little calcium chloride and filtered. [Pg.66]

Surprisingly, even product packed in PS/EVOH/PE barrier material can contain styrene at a sensory significant level at the end of shelf life despite the EVOH barrier layer between the PS layer and product. The explanation for the styrene in the product comes from the fact that the styrene from the PS layer transfers to the inner PE layer while the material is shipped and stored in role form before forming. This is entirely possible in a few days given the relatively high diffusion coefficients of PS and PE. [Pg.431]

Sample Preparation Accurately weigh 1.5 g of a solid-mbber sample, transfer it into a 4-oz bottle, and pipet 25.0 mL of the Dilute Internal Standard Solution into the bottle. Stopper the bottle, and shake mechanically overnight to dissolve the mbber. Add 50 mL of methanol to precipitate the polymer, and shake vigorously for 15 min. Allow the mixture to settle, and decant the liquid phase into a 250-mL separator. Wash the polymer with 25 mL of methanol, and add the wash to the separator. Add 50 to 75 mL of cold water to the separator, and shake vigorously for 1 min, venting periodically to release any pressure. Allow the phases to separate, drain off the bottom (aqueous) phase, and rewash the isooctane phase with a second 50-mL portion of cold water. Shake again, allow to separate, and drain off the bottom layer. Transfer 10 mL of the isooctane phase to a 20-mL vial for the analysis. [Pg.56]

Transfer the resulting solution to a separating funnel, and extract with chloroform (3 x 30 mL). Combine the organic layers, transfer them back into the separating funnel and extract them with water (3 x 30 mL). [Pg.79]

FIGURE 15.4 Representation of key steps in the layer transfer approach to 3D demonstrated by Guarini et al. and Topol et al. This approach uses a glass handle wafer and oxide-to-oxide bonding at a temperature of 300 °C (from Ref. 27, 28). [Pg.437]

Tong Q, Lee T-H, Kim W-J, Tan T, Gosele U. Feasibility study of VLSI device layer transfer by CMP PETEOS direct bonding. Proceedings of IEEE International SOI Conference 2001. p 36-37. [Pg.463]

Concentration and temperature polarization can be reduced by the presence of spacers that are mrbulence promoters, which enhance the mass flux by increasing the film heat transfer coefficient. Spacers also change the flow characteristics and promote regions of turbulence thus improving boundary layer transfer [106]. DCMD in spacer-filled channels have been shown to improve flux by 31% 1% than that without spacers. The temperamre polarization coefficients are substantially increased and approach unity when the spacers are used in the channels. [Pg.539]

If the support is hydrophobic, e.g. silanized glass or silicium, deposition will normally start on the first immersion into the subphase. For Y-type transfer there will be an even number of layers deposited at the end of each completed cycle, in contrast to the odd number of layers transferred to hydrophilic supports. It should be noted that the schemes depicted in figs. 3.53 and 3.54 are highly idealized and Y-, X- or Z-transfers do not always give the corresponding (perfect) multilayer structure. [Pg.342]

There is some controversy as to how the mass transfer rate varies with particle size, with the transition mechanism between boundary layer transfer and molecular diffusion appearing to depend on particle density. Levins and Glastonbury simply sum the molecular diffusion and boundary layer terms, giving a smooth transition between the two regimes. Brucato et al. (1990) present experimental results with dense particles (pp > 2 kg/m ), showing little effect of particle size down to a 15-p particle radius (the Levins and Glastonbury correlation predicts an increase in dissolution rate of about 66% compared to large... [Pg.355]

The size of defects considered to be significant depends on the function of the membrane layer. In a substrate for a UF membrane larger defects and a greater density of defects can be tolerated than in a support for a gas separation membrane [4]. As a rule, defects in a support layer which are of the same size or thickness as the next layer transfer to the next support layer or to the membrane coating. Smaller defects can often be repaired by applying another layer on top with the same or a somewhat smaller pore size distribution. [Pg.178]

More recent findings hy Waskaas using iron electrodes in ferric chloride solutions tend to indicate that anode and cathode polarization curves depend on the magnetic field strength, but this effect is not purely kinetic, since it involves bulk-to-drffusion layer transfer of ferric ions. [Pg.341]

R. Brendel, Crystalline thin-film silicon solar cells from layer-transfer processes are-view, Proc. 10th Workshop on Crystalline Silicon Solar Cell Materials and Processes, 117-125 (2000). [Pg.75]

N. Sato, K. Sakaguchi, K. Yamagata, Y. Fujiyama, J. Nakayama, T. Yonehara, Advanced quality in epitaxial layer transfer by bond and etch-back of porous Si,]pn J. Appl. Phys., Part 1, 2B, 973-977 (1996). [Pg.209]


See other pages where Transfer layer is mentioned: [Pg.81]    [Pg.257]    [Pg.88]    [Pg.101]    [Pg.224]    [Pg.1285]    [Pg.239]    [Pg.245]    [Pg.103]    [Pg.297]    [Pg.856]    [Pg.194]    [Pg.73]    [Pg.437]    [Pg.439]    [Pg.459]    [Pg.344]    [Pg.104]    [Pg.253]    [Pg.223]    [Pg.151]    [Pg.96]    [Pg.101]    [Pg.143]    [Pg.143]    [Pg.144]    [Pg.146]    [Pg.148]    [Pg.150]   
See also in sourсe #XX -- [ Pg.143 ]

See also in sourсe #XX -- [ Pg.143 ]




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Boundary Layer Mass Transfer Analysis

Boundary Layer Solution of the Mass Transfer Equation

Boundary Layer Solution of the Mass Transfer Equation Around a Gas Bubble

Boundary layer mass transfer bubbles

Boundary layer theory heat transfer coefficient

Boundary layer thickness mass transfer

Boundary-Layer Flow and Turbulence in Heat Transfer

Boundary-Layer Flow and Turbulence in Mass Transfer

Catalysis thin layer phase transfer

Catalyst layer charge-transfer resistivity

Charge transfer layers

Double layer charge transfer

Double layer charge—transfer reaction

Double layer effects, simple electron transfer

Double layer transfer)

Dried material layer solvent transfer

Electric Double-Layer Effects on the Elementary Act of Electron Transfer

Electron transfer at surfaces through a blocking layer

Electron transfer inner double layer

Electron transfer reactions at surface films and passive layers

Electron-transfer layer

Electronic properties, layer electron transfer, metallic surfaces

Electronic properties, passive layers charge transfer

Electronic properties, passive layers electron transfer, metallic surfaces

Epitaxial layer transfer

Evaluation of Heat and Mass Transfers in Bi-Layer Films

Evaluation of Heat and Mass Transfers in Tri-Layer Film

External Mass Transfer Through Boundary Layer

Heat Transfer through a Boundary Layer

Heat and Mass Transfers in a Tri-Layer Film

Heat transfer boundary layer

Heat transfer boundary layer functions

Heat transfer boundary layer thickness

Heat transfer in boundary layers

Heat transfer layer)

Helmholtz double layer, transfer across

Laminar Boundary Layer Mass Transfer Across a Spherical Gas-Liquid Interface

Mass Transfer from Tri-layer Packages (Recycled Polymer Inserted Between Two Virgin Layers) in Liquid Food

Mass Transfer in Food with a Co-extruded Bi-layer Package

Mass Transfer in Liquid Food from a Single Layer Package

Mass transfer boundary layer

Mass transfer boundary layer theory

Mass transfer boundary layer thickness dimensionless

Mass transfer boundary-layer models

Mass transfer coefficients from boundary layer theory

Mass transfer equation thin boundary layers

Mass transfer in boundary layers

Mass transfer in laminar boundary layer flow of power- law fluids

Mass transfer models laminar boundary layer theory

Mass transfer, boundary layer for

Mass-transfer coefficients boundary-layer theory

Nusselt number boundary layer heat transfer

Si Slicing and Layer Transfer Ion-Cut

Signal transfer surface layer

Solid lubricants transfer layers

Stagnation point, boundary layer mass transfer

Tangential velocity within mass transfer boundary layer

The boundary layer for mass transfer

Transfer Through Multi-layer Packages Alone

Trilevel resists transfer layers

Turbulent-Boundary-Layer Heat Transfer

Whole-layer transfer

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