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Variation of thickness

The pursuit of further miniaturization of electronic circuits has made submicrometer resolution Hthography a cmcial element in future computer engineering. LB films have long been considered potential candidates for resist appHcations, because conventional spin-coated photoresist materials have large pinhole densities and variations of thickness. In contrast, LB films are two-dimensional, layered, crystalline soHds that provide high control of film thickness and are impermeable to plasma down to a thickness of 40 nm (46). The electron beam polymerization of CO-tricosenoic acid monolayers has been mentioned. Another monomeric amphiphile used in an attempt to develop electron-beam-resist materials is a-octadecylacryUc acid (8). [Pg.534]

The influence of temperature on coating thickness is shown in Fig. 12.21 which relates to a 4h treatment at temperature. Figure 12.22 shows the variations of thickness as a function of time at a constant temperature of 1 1(X)°C. This curve is in good agreement with the third of Fick s equations (12.15) ... [Pg.406]

Galvani, measurability of, 7 Potential distribution in passivation, 229 Potential formation as a variation of thickness with passive film, 225 Potential of zero charge, 1, 5-6, 189-192 accuracy of determination, 19 and the adsorption method, 39 at the air-solution interface (Nikitas), 30 and alloys, 142... [Pg.639]

A small spot size for electron diffraction is used for three reasons i) to have a relatively small variation of thickness since most crystals are wedge shaped, ii) to reduce the amount of unwanted information like that of the matrix around a small precipitate and iii) to have a little variation in the crystal orientation. The latter reason is quite important which one can appreciate by moving the electron beam in nanodiffiaction mode over the specimen although the crystal is well aligned according to the selected area diffraction, fluctuations in orientation over 1 to 2° in all directions occur, even for areas which are very close to each other (10-50 nm). Such orientation variations should be considered as normal rather than an exception. [Pg.357]

Test run the results of this run are only shown in Figure 1.71 in curves 3. In this run the shelf with the tray was inclined in such a way that a uniform thickness of 7 mm was varied from 5 to 9 mm. Otherwise, the conditions were the same as those in the second test (Figure 1.64). The ice temperature during main drying was similar but the DR value of 5.5%/h at 9 h shows the variation of thickness of the layer. A DR of 0.5%/h was reached not in 10 h, but in 13 h. The test also showed (not in the figure) that the product temperature (T ) varied at 9 h from 0 to +22 °C. [Pg.101]

In conventional transmission IR of coal where crushed particulate samples are used, the variation of thickness along each particle may cause a problem in their quantitative analysis. This problem occurs because the amount of radiation passing through an object decreases exponentially with thickness rather than linearly. So, for peaks which absorb a... [Pg.66]

Figure 6.23. Schematic variation of thickness, e, of an oxide film on a metallic drop during a thermal cycle from room temperature to the experimental temperature. Figure 6.23. Schematic variation of thickness, e, of an oxide film on a metallic drop during a thermal cycle from room temperature to the experimental temperature.
Figures Variation of thickness of DMAEMA h MMA copolymer layer at the air-water interface with concentration lines are a guide to the eye only... Figures Variation of thickness of DMAEMA h MMA copolymer layer at the air-water interface with concentration lines are a guide to the eye only...
Figure 3 Variation of thickness (/l), DHP volume fraction () and surface concentration during the polymerization of coniferyl alcohol determined by neutron reflectivity... Figure 3 Variation of thickness (/l), DHP volume fraction (<j>) and surface concentration during the polymerization of coniferyl alcohol determined by neutron reflectivity...
Making your own plates allows greater flexibility of choice of sorbent and, whereas commercial plates are restricted to three or four sorbents, with the correct recipe, homemade plates offer much wider scope for experimentation. These plates also allow the variation of thickness to accommodate the separation of large amounts of material. Binders such as calcium sulphate (gypsum) are require to bind the sorbent to the plate, but some silica sorbents (e.g., Merck 7749) contain sufficient binder for the purpose. Preparing your own plates will also give you the choice of selecting a sorbet with or without a UV indicator and will also enable the incorporation of additives that enhance separation into the sorbent. An example of this (recipe shown below) is the addition of a small quantity of silver nitrate to a silica sorbent that aids the resolution of olefinic compounds. [Pg.225]

For polycrystalline metals, the dissolution rate of the various crystallographic orientations is different. Grain boundaries or precipitations will also show a different corrosion rate. There is no accepted definition for what constitutes uniform corrosion. A possible definition could be that the variation of thickness loss all over the surface should not he greater than 5%. [Pg.67]

The infrared method for the estimation of the NCO groups decrease in the PU postcure processes has been used by many authors [333, 334]. In the case of our PUs, we have determined the decrease in NCO group absorbance of the IR spectrum at 2 290 cm on 20fi thin PU films cast from the reaction melt between two teflon sheets. The kinetic measurements started immediately after demolding. The films were maintained under the same maturation conditions as in the case of thicker sheets. These values have been converted into a NCO group equivalent concentrations per unit volume of polymer taking into account the measured absorbance and the polymer thickness. In every case, corrections for variation of thickness of PU films with time were made. The NCO group molar extinction coefficient was established on standard solutions of DBDI in benzene [17]. [Pg.192]

In the contacting measurement techniques, the micrometer caliper is a common instrument. The micrometer, however, can only be used for pot measurements and this is done manually. A spring-loaded dial gauge can be moved over the extrudate if the thickness variations are small. Thus, the dial gauge can be used to monitor the variation of thickness with time, i. e., in the extrusion direction. If an accurate traversing mechanism is constructed, the dial gauge can also measure the thickness variation perpendicular to the extrusion direction. At the point of measurement, the opposite side of the extrudate has to be firmly supported to avoid measurement errors. [Pg.110]

Figure 6.24 Galvauostatic oxide film growth on tantalum variation of thickness and of potential as a function of the anodization time. Electrol5de 1% Na2S04, T = 19°C, applied current density is 8 mA cm [22]. Figure 6.24 Galvauostatic oxide film growth on tantalum variation of thickness and of potential as a function of the anodization time. Electrol5de 1% Na2S04, T = 19°C, applied current density is 8 mA cm [22].
Fig. 48. Variation of thick OTStal content with crystallization temperature for Marlex 6009 polyethylene (O) crystallized 30 min at 5.18 kb, cooled at 17 K/min ( ) crystalli 35 min at 5.0 kb, cooled at 2°K/min. D denotes double peak is DSC trace. [Ref (277)]... Fig. 48. Variation of thick OTStal content with crystallization temperature for Marlex 6009 polyethylene (O) crystallized 30 min at 5.18 kb, cooled at 17 K/min ( ) crystalli 35 min at 5.0 kb, cooled at 2°K/min. D denotes double peak is DSC trace. [Ref (277)]...
Variations of thickness along a single section are connected to properties of the materiai or sectioning procedure. Knife-edge defects produce scratches and can break sections into pieces, as is visible in Fig. 1.42. In electron micrographs, small scratches disturb a good visibility of the structures, as seen in an ultrathin section of HDPE with banded spherulites in Fig. 1.43(a). [Pg.45]

FIGURE 3.32 Real-time and in situ ellipsometric monitoring of NBD electrografting on an An surface, (a) Variation of thickness, th, correlated with charge (dashed line) for a chrono-amperometric reduction of DNOj. The inset shows a FT-IRRA spectrum recorded ex situ on the grafted surface, (b) Distribution of the faradaic efficiency (the small difference observed in the right is an instrumental artifact). (Adapted from Munteanu, S. et al. Anal. Chem. 85, 2013 1965-1971.)... [Pg.158]

If white light is used the interference pattern produced by the cumulative effect of interference, from each wavelength constituting white light, will give rise to colours in the film. The colour of each region of the film will be determined by its thickness. Consequently the thickness of the film at any point can be determined from the colour of the film. The variation of thickness over the whole film, at any time, can be mapped from the colours in the film. [Pg.49]

The total thickness of the pouch and individual thickness of the different layers of all the retort pouches are presented in the Table 2. It has been observed that there is not much variation of thickness of pouches of individual layers from one laminate to another. The thickness of different pouches ranged from 135-110 pm for the opaque retort pouches and 150-120 pm for the clear pouches. Both imported and indigenous pouches were having uniform thickness throughout the same specimen. The OP-B pouch was having one extra nylon layer apart from polyester, aluminum foil, and cast polypropylene layer. In case of clear pouches, CP-C had only two layers that is polyester and CPP, whereas in CP-A, there were three layers, where the outer polyester layer was coated with aluminum oxide and nylon was also present. In the case of CP-B, the polyester layer was quoted with silicon dioxide. The thickness of the pouch had a direct influence on the heat penetration characteristics and product quality. Non uniform thickness can affect the machine performance, product protection, and integrity of the packages (Hemavathi, Anupama, Vani, Asha, Vijayalakshmi, Kumar, 2002). The... [Pg.87]

To prove the existence of sublayers, the wave propagation was studied in gel layers with step-wise variation of thickness [54]. Depending on the full thickness of the layer (d) and the height of the bottom step (h), unperturbed propagation (d = 1 mm, = 0.15 mm), pattern transformation (d = 1.0 mm, h = 0.75 mm), nonpropagation (d = 2.15 mm, h = l3 mm), or splitting of a wave into two waves with different propagation speeds (d = 2.15 mm, h = 1.15 mm) is observed, which clearly demonstrates the existence of sublayers with different wave conductance [54]. [Pg.410]

Figure 8. The variation of thickness loss as a function of sliding distance for a Cr3C2-25(Ni20Cr) coating with nanocrystalline grains. Figure 8. The variation of thickness loss as a function of sliding distance for a Cr3C2-25(Ni20Cr) coating with nanocrystalline grains.
It should first be noted that the drying conditions modify the parameters studied. Drying in ambient air leads to quite differences in certain parameters compared to those obtained after drying at 90" in air. Also, oxidation induced variations of thickness, which, from a certain temperature, also depended on the treatment time (9). [Pg.738]


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Thickness variation

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