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Section surface

In a tube, the pressure is constant in all radial directions perpendicular to the axis it varies only in the flow direction x. The power balance of the element dx, denoting the sectional surface area as A and the periphery as C, gives... [Pg.52]

For low purity hydrocarbon fraction, the number of drip or separate flow points shoitid be 6-10 drip points/ft of tower cross-section surface area. [Pg.265]

NR with standard recipe with 10 phr CB (NR 10) was prepared as the sample. The compound recipe is shown in Table 21.2. The sectioned surface by cryo-microtome was observed by AFM. The cantilever used in this smdy was made of Si3N4. The adhesion between probe tip and sample makes the situation complicated and it becomes impossible to apply mathematical analysis with the assumption of Hertzian contact in order to estimate Young s modulus from force-distance curve. Thus, aU the experiments were performed in distilled water. The selection of cantilever is another important factor to discuss the quantitative value of Young s modulus. The spring constant of 0.12 N m (nominal) was used, which was appropriate to deform at rubbery regions. The FV technique was employed as explained in Section 21.3.3. The maximum load was defined as the load corresponding to the set-point deflection. [Pg.598]

The velocity of blood flow through capillaries is slow compared to the rest of the circulatory system because of the very large total cross-sectional surface area of the capillaries. Although each individual capillary has a diameter of... [Pg.219]

The Chemical Inkjet Printer (ChIP), an inkjet printer-like device which is equipped with a piezoelectric reagent-dispensing system, has been developed by Shimadzu Corporation. The ChIP can dispense picoliter volumes of matrix solution onto a tissue section, which has four printing heads and nozzles that have no contact with the tissue section surface. [Pg.378]

Figure 3. The cross-sectional surface Si of the torus is the cut needed to make the function single-valued. Figure 3. The cross-sectional surface Si of the torus is the cut needed to make the function single-valued.
In the foregoing sections, surface modifications by materials which have received significant attention have been gathered under separate headings. In this section, other modifications to electrode surfaces which have involved coordination compounds are considered. [Pg.23]

Bed section Surface area (m2/g) Relative surface area Relative pore volume... [Pg.220]

FIGURE 7.3. Schematic illustration of increased exposure of epitopes on the section surface as a result of heating the sections in citrate buffer. Reprinted, with permission, from Brorson (1998a). Copyright 1998 Elsevier Science. [Pg.160]

In this section, surface two-electron transfer reactions in line with the following reaction scheme ... [Pg.557]

This is a dynamic method which enables one to measure the tensions of surfaces at very short times (c. 0.01 s) from the moment of their creation. (The methods previously described are used to measure equilibrium tensions.) A jet of liquid emerging from a nozzle of elliptical cross-section is unstable and oscillates about its preferred circular cross-section. Surface tensions can be calculated from the jet... [Pg.75]

Since its inception about 15 year ago, MALDI-IMS has been developed into a powerful and versatile tool for biomedical research. It allows for the investigation of the spatial distribution of molecules at complex surfaces. The combination of molecular speciation with local analysis makes a chemical microscope that can be used for the direct biomolecular characterization of histological tissue section surface. However, successful detection of the analytes of interest at the desired spatial resolution requires careful attention to several steps in the IMS protocol matrix selection, matrix coating, data acquisition, and data processing. MALDI-IMS is increasingly playing an important role in the drug discovery and development and disease treatment. [Pg.413]

The specimen, most suitable for such measurements, is shown schematically in Fig. 1.8. The upper part of the specimen is used for comparison. To prevent the interaction of components A and B in this part, a thin barrier layer of some substance which does not react with both A and B under chosen experimental conditions is deposited. The position of the layer interfaces is measured at certain moments of time relative to the inert markers located at the initial interface between substances A and B and/or inside the ApBq layer. Microhardness indentations onto the specimen cross-section surface, thin wires and strips of chemically inert materials, bubbles of inert gases, etc., can serve as the markers (for more detail, see for example Refs 35, 124). [Pg.30]

Before the third anneal, microhardness indentation markers were put onto the electropolished cross-section surface in the Ni phase (five markers, about 50 pm from each other), in the middle of the NiBi3 layer (one marker) and in the Bi phase (five markers, about 75 pm from each other). Only part of them are shown in Fig. 1.19. [Pg.50]

The Ni-bordering layer, NiZn3 6, visually consists of three sublayers (NiZn3, yi and 72), whereas the Zn-bordering layer, NiZn7 g, is quite homogeneous in appearance, being entirely the 8 phase. Microhardness indentations were put onto the cross-section surface at a load of 0.196 N (20 g). [Pg.163]

With time, the Ni3Zn22 phase must be consumed in the course of the latter reaction. However, if the experiment is interrupted before its full consumption, then the layers of all the intermatallic compounds of the Ni-Zn binary system, stable at a given temperature, will be present between nickel and zinc. Moreover, metallographic examination of the cross-section surface after repeated anneals in the as-received condition may well show a greater number of distinquishable layers in the Ni-Zn transition zone than the number of those compounds because some will have duplex structures. [Pg.210]

The cross-sectional surface area of the N2 molecule at 77 K, assuming that it is packed like a liquid on the surface of the adsorbent, is Am = 0.167 nm2. But the cross-sectional surface area of a given adsorptive may not be constant, because it depends somewhat on the nature of the adsorbent, and the conventional picture of an Am value for a monolayer completely filled with adsorbate molecules in a liquid-like packing does not correspond to the physical reality. This is evident since anomalous results (significantly different values) have been obtained when the surface area of a given solid was obtained from the adsorption isotherms of different adsorbates [4,7],... [Pg.121]


See other pages where Section surface is mentioned: [Pg.547]    [Pg.454]    [Pg.977]    [Pg.141]    [Pg.863]    [Pg.16]    [Pg.109]    [Pg.129]    [Pg.215]    [Pg.35]    [Pg.82]    [Pg.206]    [Pg.137]    [Pg.160]    [Pg.364]    [Pg.127]    [Pg.136]    [Pg.311]    [Pg.157]    [Pg.158]    [Pg.159]    [Pg.160]    [Pg.217]    [Pg.230]    [Pg.231]    [Pg.279]    [Pg.114]    [Pg.74]    [Pg.45]    [Pg.48]   
See also in sourсe #XX -- [ Pg.116 , Pg.124 ]




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Adiabatic potential energy surfaces cross section

Atom surface scattering cross section

Calculated cross-sectional surface

Cross-sectional surface

Cross-sectional surface area

Mass spectrometry imaging surface, tissue sections

Membrane Surface and Cross-Sectional Morphology

Molecular dynamics Poincare surface of section

Poincare surface of section

Section of potential energy surfaces

Section surfaces, nonadiabatic quantum

Surface area/cross-section

Surface cross-section

Surface of section

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