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Surface cross-section

Fig. 9.8 SEM micrograph of the surface, cross-section and a 45° bevel of an anodized n-type silicon sample (5 2 cm, (100), 6% HF) showing a random pattern of macropores. Pore initiation was enhanced by applying 10 V bias in the first minute of anodization followed by 149 min at 3 V. The current density was kept constant (10 mA cm-2) by adjusting the backside illumination. After [Le9]. Fig. 9.8 SEM micrograph of the surface, cross-section and a 45° bevel of an anodized n-type silicon sample (5 2 cm, (100), 6% HF) showing a random pattern of macropores. Pore initiation was enhanced by applying 10 V bias in the first minute of anodization followed by 149 min at 3 V. The current density was kept constant (10 mA cm-2) by adjusting the backside illumination. After [Le9].
A (001) section of the body-ccnlercd cubic Brillouin Zone showing the Fermi surface cross-sections for chromium, as determined by Rath and Callaway (1973). The energy bands from F at the center to H at the right are shown for comparison they are taken from Fig. 20-1. The surfaces separated by q produce antiferromagnetic order. [After Rath and Callaway, 1973.]... [Pg.488]

Ratio of observed surface cross section to that observed in solution. [Pg.390]

Figure 38. Schematic representation of the surface cross section of a SILP catalyst in a... Figure 38. Schematic representation of the surface cross section of a SILP catalyst in a...
The conductivity cr is the inverse of the resistivity—the resistance per unit length of a conductor of unit surface cross-section. Equation (4.68) is a local version of Ohm s law. [Pg.146]

Figure 4. Qualitative potential energy surfaces cross sections along the reaction path of the Y atom insertion reaction into methane. Schematic correlation diagram for doublet states. Figure 4. Qualitative potential energy surfaces cross sections along the reaction path of the Y atom insertion reaction into methane. Schematic correlation diagram for doublet states.
Figure 5.5 Cross section and surface of a microporous polysulfone sheet used in composite reverse osmosis membranes (a) total cross section of a polysulfone sheet cast on a nonwoven polyester fabric, then delaminated prior to freeze-fracture for SEM (note fiber trecks on backside of the sheet) (b) backside of sheet showing cellular structure, which extends through 85% of the sheet thickness (c) transition region from cellular to nodular structure near film surface (d) dense nodular structure at the surface (e) high magnification of the extreme top surface cross section (f) high magnification view of the surface structure showing tha texture of the top surface. Figure 5.5 Cross section and surface of a microporous polysulfone sheet used in composite reverse osmosis membranes (a) total cross section of a polysulfone sheet cast on a nonwoven polyester fabric, then delaminated prior to freeze-fracture for SEM (note fiber trecks on backside of the sheet) (b) backside of sheet showing cellular structure, which extends through 85% of the sheet thickness (c) transition region from cellular to nodular structure near film surface (d) dense nodular structure at the surface (e) high magnification of the extreme top surface cross section (f) high magnification view of the surface structure showing tha texture of the top surface.
Simple hand-operated penetrometers suitable for measuring the plasticity of bodies to be extruded and for extruded columns are on the market. By using the penetrometer, designed to determine the plasticity, the resistance caused by penetration over the cross section of the extruded sample is established. It is advisable to use a template in order to ensure that the penetration depth is always measured at the same spot. This is a well-proven method for application on large surface cross sections, on slugs or immediately after extruder pressure heads, as used in brick factories, but is unsu-... [Pg.224]

Identify NPCs in the micrographs and take into account only those that happen to be cut either perpendicularly with respect to the nuclear surface (cross-section) or inplane with the nuclear envelope (tangential section). [Pg.296]

Equation (102) shows that MAQO can provide important information about the electronic parameters (extremal Fermi surface cross-sectional area, effective masses, electronic relaxation times) and about the electron-phonon interaction (strain derivatives of the cross-sectional area for different symmetry strains). With the help of this technique, combined with de Haas-van Alphen susceptibility measurements, one can put the deformation potential interaction and the temperature dependence of the elastic constants, discussed above in sect. 3.2, on a solid basis. In the following we discuss some compounds. [Pg.293]

Inner surface Cross section Near the Middle section Near the Outer surface... [Pg.150]

Figure 2 is a microscopic rejjresentation of a near-surface cross section of energetic material. The stippled rectangles represent the general nonhomogenous (made up of more than one type of stufl) and nonisotropic (stuff... [Pg.5]

The validity of the Fermi liquid picture is concluded from a comparison of the effective masses on the fourth pillow-shaped sheet as given in table 2. From the large linear specific heat the renormalized band scheme deduces a characteristic energy kT 10 K which in turn implies heavy masses of the order of w / w 100. This value was confirmed by experiments (Albessard et al., 1993 Aoki et at, 1993 Tautz et al., 1995) where the ijr orbit vnth m /m 120 was observed. The corresponding Fermi surface cross section is in agreement with estimates from the renormalized band theory. This proves that the heavy quasiparticles... [Pg.185]

A = external Fermi surface cross sectional area or amplitude of a wave... [Pg.233]

In fig. 3.7 the Fermi surface cross-section for Tb was constructed from interpolating between Gd and Dy. Band calculations by Mackintosh (1968) and Jackson (1969), together with a later calculation by Fleming and Liu (1970), showed that the conjecture made by Keeton and Loucks was correct. [Pg.245]

Fig. 3.31. The Fermi surface cross sections of ferromagnetic Gd, showing the orbits which give rise to the three highest dHvA frequencies (Young et al., 1973). Fig. 3.31. The Fermi surface cross sections of ferromagnetic Gd, showing the orbits which give rise to the three highest dHvA frequencies (Young et al., 1973).
Fig. 7 Diabatic Surface Cross-sections along r for ethylene -i- ethylene (a), Fulminic Acid + acetylene (b) and Butadiene ethylene (c)... Fig. 7 Diabatic Surface Cross-sections along r for ethylene -i- ethylene (a), Fulminic Acid + acetylene (b) and Butadiene ethylene (c)...
When examining the near-surface cross-sections of the chips with scanning electron microscopy (SEM), it was noted that many starch granules still existed in the hot-air-dried chips. However, an opposite effect was noted for the steam-dried chips, which contained practically no intact starch granules (see Fig. 3.5). These... [Pg.95]

The SEM has also been used to study the fractured surface (cross-section) of bionanocomposite films (Vaz et al., 2002 Yu et al., 2007). Sample of fractured surface is prepared by freezing the film in hquid nitrogen, followed by breaking the film to expose the fracture surface, and sputter coating the fractured surface with a conducting coating (Yu et al., 2007). [Pg.318]


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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

Membrane Surface and Cross-Sectional Morphology

Section surface

Surface area/cross-section

Surface crossings

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