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Cross sections of cylinder

The collage of electron micrographs shown in Figure 19 Illustrates a probable transition from a nucleation and growth phase separation mechanism to a spinodal decomposition. The 7% PS sample shows more or less spherical PS domains, characteristics of nucleation and growth. However, a few domains appear to have some elliptical characteristics. When the PS content increases up to midrange, the shape of the PS domains becomes more obviously elliptical, suggestive of cross-sections of cylinders or other worm-like structures. As the PS content increases further, the... [Pg.291]

Figure 3. (a) Friction testing of ETN on a copper surface, executed before loading the cylinder with ETN pellets. Unreacted ETN is visible at the edge of the distressed area, (b) Cross section of cylinder test setup showing ETN pellets. [Pg.3]

Equation 9.11 is usually referred to as Poiseuille s law and sometimes as the Hagen-Poiseuille law. It assumes that the fluid in the cylinder moves in layers, or laminae, with each layer gliding over the adjacent one (Fig. 9-14). Such laminar movement occurs only if the flow is slow enough to meet a criterion deduced by Osborne Reynolds in 1883. Specifically, the Reynolds number Re, which equals vd/v (Eq. 7.19), must be less than 2000 (the mean velocity of fluid movement v equals JV, d is the cylinder diameter, and v is the kinematic viscosity). Otherwise, a transition to turbulent flow occurs, and Equation 9.11 is no longer valid. Due to frictional interactions, the fluid in Poiseuille (laminar) flow is stationary at the wall of the cylinder (Fig. 9-14). The speed of solution flow increases in a parabolic fashion to a maximum value in the center of the tube, where it is twice the average speed, Jv. Thus the flows in Equation 9.11 are actually the mean flows averaged over the entire cross section of cylinders of radius r (Fig. 9-14). [Pg.472]

Measure the microhardness both on the polished cross section of cylinder sample (c) and the surface of cement paste side of the interface in cubic sample (b), which had been cut into two halves just on the interface between steel and cement paste. On the former, a distribution curve of microhardness along a... [Pg.344]

Fig. 2. Cross section of screw press used for fmit juice (32). 1, Hopper 2, perforated sheets 3, main shaft 4, perforated cage 5, draining cylinder 6, cone ... Fig. 2. Cross section of screw press used for fmit juice (32). 1, Hopper 2, perforated sheets 3, main shaft 4, perforated cage 5, draining cylinder 6, cone ...
FIG. 18-155 Cross section of screw press used for fruit juice ( 32j (Ij hopper, [1] perforated sheets, (oj nuiin. shaft, (4.) perforated ca e, (.5] driiinin cylinder, (Bj cone, i ] hv draiilic cvlinder, (8j driiinin cvlinder oil, (9j earliox. (Courtcsij of the h ivnch Oil MW Mnehinenj Co.)... [Pg.1746]

Figure 12-3B. Partial cross-section of balanced-opposed compression cylinders. (Used by permission Bui. 85084, 1992. Dresser-Rand Company. All rights reserved.)... Figure 12-3B. Partial cross-section of balanced-opposed compression cylinders. (Used by permission Bui. 85084, 1992. Dresser-Rand Company. All rights reserved.)...
Fig. 4.5.3 Cross section of a concentric cylinder flow cell. The directions z and y correspond, respectively, to the static magnatic field B0 and the gravitational field directions. Fig. 4.5.3 Cross section of a concentric cylinder flow cell. The directions z and y correspond, respectively, to the static magnatic field B0 and the gravitational field directions.
Figure 5.30 illustrates schematically the cross-section of a CMA, and the principle of its operation. It consists of two coaxial cylinders, with the inner cylinder at ground potential and a potential of — V on the outer. The primary electron beam hits the sample surface and some of the Auger electrons generated will pass through the grid covered annular aperture in the inner cylinder. [Pg.172]

Fig. 32. (a) Sequence of transformations l->2->3->4to place bottom front cylindrical particle (b) Midplane cross-section of the WS packed with cylinders, showing control volumes found by selection algorithm, marked as darkest cells. [Pg.379]

Since the cross-section of a cylinder by the nearly flat Ewald sphere is an ellipse, equation (10) evaluates the length of the minor axis of this ellipse. [Pg.131]

Figure 6.2 Cross-sections of primary rice roots, (a) Radial section close to tip showing interceUnlar spaces (I), central cylinder (CC), and rhizodermis (RH). (b) and (c) Radial sections of yonnger (39 days) and older (72 days) basal parts showing exodermis (E), schlerenchymatons cylinder (SC), parenchymatons or cortical cells (P) and aerenchyma (AE). (d) and (e) Axial sections of matnre root (72 days) showing break through of lateral roots (Butterbach-Bahl et al., 2000). Reproduced by permission of verlag... Figure 6.2 Cross-sections of primary rice roots, (a) Radial section close to tip showing interceUnlar spaces (I), central cylinder (CC), and rhizodermis (RH). (b) and (c) Radial sections of yonnger (39 days) and older (72 days) basal parts showing exodermis (E), schlerenchymatons cylinder (SC), parenchymatons or cortical cells (P) and aerenchyma (AE). (d) and (e) Axial sections of matnre root (72 days) showing break through of lateral roots (Butterbach-Bahl et al., 2000). Reproduced by permission of verlag...
As the wave evolves from that point, the losses connected with rearward expansion decrease. If a charge of a small diam is considered, then lateral expansion depends on the path over which the wave has traveled. The increase in cross section of a cylinder, i.e., expansion in the lateral direction, leads to a reduction in pressure and to a decrease in the deton velocity in comparison with detonation propagating in a constant cross-section cylinder. The decrease in deton vel causes, in turn, the diminution of shock amplitude wave and impairs the conditions under which the reaction can proceed. The loss caused by lateral expansion is known as lateral loss. Propagation of detonation is possible only if this loss is not smaller than a certain limit, which is characteristic for each expl... [Pg.422]

In a manner similar to that in Section 3.4, where we considered cross sections of finite particles, we can calculate cross sections per unit length of an infinite cylinder by constructing an imaginary closed concentric surface A of length L and radius R (Fig. 8.6). The rate Wa at which energy is absorbed within this surface is... [Pg.203]

Fig. 15.23 a Three-dimensional REMPI at 248 nm TOFMS mass spectrum of coffee roasting offgas while roasting in a steel cylinder at 200 °C. The three dimensions are mass, time and intensity, b Cross section of a at a fixed time, c Time-intensity REMPI at 248 nm TOEMS profiles of phenol (m/z 94) and 4-vinylguaiacol (m/z 150), corresponding to two cross-sections from a at fixed masses. (Adapted from [179])... [Pg.348]

FIG. 1.2 A simplified sketch of a hypothetical protein molecule embedded in a bilayer (a biological membrane). The bilayer shown is a two-dimensional cross section of a membrane. The bundle of cylinders shown represents the helices of a protein. The cylinders are part of the same protein and are joined together by other segments (not shown) of the protein protruding out of the bilayer on either side. [Pg.5]

Fig. 8. Cross section of the cylindrical condenser for measurements of the kinetic energies of the photoelectrons from gas molecules. 1—fluorescent layer for intensity measurements of the incident light 2—thick metallic cylinder with wrought semi-annular slits 3—Teflon insulator 4—cylindrical grid 5—electron collector 6—LiF window 7—diaphragm 8—shutter 9—exit slit of the vacuum monochromator. Fig. 8. Cross section of the cylindrical condenser for measurements of the kinetic energies of the photoelectrons from gas molecules. 1—fluorescent layer for intensity measurements of the incident light 2—thick metallic cylinder with wrought semi-annular slits 3—Teflon insulator 4—cylindrical grid 5—electron collector 6—LiF window 7—diaphragm 8—shutter 9—exit slit of the vacuum monochromator.
Fig. 6.3. Cross-section of the rotor unit for measurements in a wide range of temperatures, as developed at the Central Laboratory TNO. (1) pot, (2) cover, (3) rotor, (4) bronze bush, (5) axle, (6) driving shaft, (7) internal cylinder of black glass, (8) external (stationary) cylinder of black glass, (9) screw pump (way of fastening to the rotor is not shown), (10) bore for fluid circulation, (11) chamber, (12) lower window, (13) upper window (for construction details of window see Fig. 6.4), (14) filling hole. LL, direction of light-beam... Fig. 6.3. Cross-section of the rotor unit for measurements in a wide range of temperatures, as developed at the Central Laboratory TNO. (1) pot, (2) cover, (3) rotor, (4) bronze bush, (5) axle, (6) driving shaft, (7) internal cylinder of black glass, (8) external (stationary) cylinder of black glass, (9) screw pump (way of fastening to the rotor is not shown), (10) bore for fluid circulation, (11) chamber, (12) lower window, (13) upper window (for construction details of window see Fig. 6.4), (14) filling hole. LL, direction of light-beam...
Fig. 2.29 (a) TEM from a PS-PEB-PMMA triblock with M = 238kgmol l,/pS = 0.47, /peb = 0.075 and /pmma = 0.455. The PS cylinders appear dark and the PMMA matrix is light. The arrow indicates a region where a cross-section of PEB rings (dark) can be seen, (b) Schematic of the morphology (Auschra and Stadler 1993). [Pg.57]

The experimental values of FK and Fz can be interpreted by simple geometric considerations. A cross section of a hexagonal cylinder packing with the volume fraction 8 = 0.25 shows, for example, that the shells... [Pg.384]


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See also in sourсe #XX -- [ Pg.202 , Pg.203 ]




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