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Thickness of layers

Under current experimental condition, the hardness increases mainly with the thickness of Layer A (Samples 3-5). It is understandable because Layer A is harder than Layer B. The hardness can be simply calculated by the following equation. [Pg.201]

FIG. 4 Onion model of spherical water-containing reversed micelles. Solvent molecules are not represented. A, surfactant alkyl chain domain B, head group plus hydration water domain C, hulk water domain. (For water-containing AOT-reversed micelles, the approximate thickness of layer A is 1.5 nm, of layer B is 0.4 nm, whereas the radius of C is given hy the equation r = 0.17R nm.)... [Pg.481]

In conclusion, both catheters appear similar in terms of construction and polymeric materials, although the infrared spectra suggest that a different nylon may have been used for each, and that the inner polyethylene-based bi-layers have been co-extruded from different polyethylenes. Another variation noted was the slight difference in thickness of layers between the two samples. [Pg.663]

Fig. 44 Influence of the pigment volume concentration on the lightfastness at constant pigment surface concentration of the resulting letterpress proof prints (different thickness of layers). Pigment concentration in the printing ink ... Fig. 44 Influence of the pigment volume concentration on the lightfastness at constant pigment surface concentration of the resulting letterpress proof prints (different thickness of layers). Pigment concentration in the printing ink ...
PS and PMA extrusion products (5 minutes) is good up to about 280°C. P.R.31 is stable to the usual peroxide catalysts. The pigment is lightfast (0.025% formulations in PMA, 1.5 mm thickness of layer step 7 on the Blue Scale). P.R.31 is also used in textile printing. [Pg.301]

In addition, the measurements are rapid and simple, and are now even used in 100% inspection for quality control of multiple-layer semiconductors. An example is shown in Figure 1.6. This is a GaAs substrate with a ternary layer and a thin cap. The mismatch between the layer and the substrate is obtained immediately from the separation between the peaks, and more subtle details may be interpreted with the aid of computer simulation of the rocking curve. This curve can be obtained in a matter of minutes. Routine analysis of such curves gives the composition of ternary epilayers, periods of superlattices and thicknesses of layers, whilst more advanced analysis can give a complete strain and composition profile as a lunction of depth. [Pg.10]

Subject to the caveat that there can be a significant shift in peak position when the total layer thickness is sub-micrometre we can determine the average composition of the MQW using the zeroth order, or average mismatch, peak. Asymmetric reflections are often used, both to determine any relaxation and to enhance the diffraction from thin layers. Let the period of the superlattice in real space be A, and the thickness of layers of A B i of composition x i and x 2 be D 1 and D 2 respectively. Then... [Pg.147]

Metal oxide Weight increase (mg/g) Specific surface area (m2/g) Thickness of layer (nm)... [Pg.636]

Figure 10. Ultrasonic pulse-echo technique for determining the thickness of layers in multilayer materials. Figure 10. Ultrasonic pulse-echo technique for determining the thickness of layers in multilayer materials.
Ability to Propagate Detonation Transmission of Detonation or Extent of Propagation of Explosion. The prop erty of an expl to conduct detonation, which has been started by an initiator, to neighboring layers is depend ent on the props of the expl mainly velocity of deton and on some other factors(such as confinement, thickness of layer, diam of charge, density of packing, and temp) (Ref 1,3,4,5 6)- In some substs(such as AN), the deton wave might easily die out(or dampen) if the optimum conditions for propagation are not fulfilled... [Pg.705]

Thickness of layers (pm) B4C-30wt%SiC B4C Ooomp(MPa) OfenslMPa) Apparent Kic (MPa.m172)... [Pg.203]

Figures 8.9 and 8.10 illustrate the correlations between the thicknesses of layers and measurable variables for aluminum and copper. Figures 8.9 and 8.10 illustrate the correlations between the thicknesses of layers and measurable variables for aluminum and copper.
Two intermetallic layers were found to occur at the interface between the stainless steel and the saturated aluminium melt. A typical micrograph of the steel-aluminium transition zone is shown in Fig. 2.9. The layer (Layer I) adjacent to the steel base was compact, while that (Layer II) adjacent to the melt material was somewhat porous. The thickness of Layer II was a few times greater than that of Layer I. [Pg.97]

Fig.2.11. Plots of layer thickness against dipping time.197 1, thickness of Layer I 2, thickness of Layer H 3, total thickness of both layers. Temperature 700°C, melt A1 + 2.5 % Fe and corresponding amounts of other elements from the steel. Fig.2.11. Plots of layer thickness against dipping time.197 1, thickness of Layer I 2, thickness of Layer H 3, total thickness of both layers. Temperature 700°C, melt A1 + 2.5 % Fe and corresponding amounts of other elements from the steel.
That is, nt cations of Me, each of charge Zte, react with electrons e" and qt molecules of layer i + 1 to form qi+l new molecules for increasing the thickness of layer i. Thus a cation interstitial current through layer i can lead to decomposition of layer i + 1, with the attendant growth of layer i. Layer i therefore grows at the expense of layer i + 1. [Pg.82]

In all cases, R represents oxide volume, with superscript denoting the species and subscript denoting the layer. Figure 19 indicates the cation interstitial currents through the layers. Because all cation interstitials originate at the metal interface, the cation interstitial currents decrease from layer to layer, as noted in Fig. 19. The difference current — J/+V, for example, serves to increase the thickness of layer i. [Pg.83]

Over the above-mentioned period, average value of the deposition of riverine sediments in the delta and liman was equal to 2.3 x 1061 year-1 or close to one-half of the river sediment load [12]. Thickness of layer of deposition during the same period comprised 0.55 m [12], and average rate of accumulation exceeded 0.3 mm year-1. [Pg.120]


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See also in sourсe #XX -- [ Pg.55 ]




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Diffusion layer of finite thickness

Diffusion layer of infinite thickness

Displacement thickness of boundary layer

Hydrodynamic thickness of adsorbed polymer layers

Layer thickness

Online Measurement of Fouling Layer Thickness

Reciprocal thickness of double layer

Results Obtained with Two Layers of Equal Thicknesses

Results with Three Layers of Equal and Different Thicknesses

Results with Two Layers of Different Relative Thicknesses

Selection of layer thickness

Thick layers

Thickness and Optical Properties of Layers on Solid Supports

Thickness determination of bituminous layers

Thickness determination of capping layer

Thickness of adsorbed layers

Thickness of adsorption layer

Thickness of diffusion boundary layer

Thickness of diffusion layer

Thickness of electric double layer

Thickness of insulating layer

Thickness of surface layer

Thickness of the Adsorbed Layer

Thickness of the Electric Double Layer

Thickness of the Enzyme Layer

Thickness of the Nernst diffusion layer

Thickness of the adsorbed polymer layer

Thickness of the diffusion boundary layer

Thickness of the diffusion layer

Thickness of the double layer

Thickness of the space charge layer

Thickness of wetting layer

Thickness, of oxide layers

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