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Longitudinal structure

Fig. 34.12. CaUx[4]hydroquinone nanotubes structure, longitudinal one-dimensional H-bond relay vi. intertubular tt-tt stacking, the HREM image of a single nanotube, and the water-accessible surface of the tubes. Each tube has four pillar frames of short H-bonds, and the pore size is 8 X 8 A. The unit cell is drawn by the dashed lines. (Reproduced with permission from American Chemical Society [126,127].)... Fig. 34.12. CaUx[4]hydroquinone nanotubes structure, longitudinal one-dimensional H-bond relay vi. intertubular tt-tt stacking, the HREM image of a single nanotube, and the water-accessible surface of the tubes. Each tube has four pillar frames of short H-bonds, and the pore size is 8 X 8 A. The unit cell is drawn by the dashed lines. (Reproduced with permission from American Chemical Society [126,127].)...
Figure 9.8. Geometry of the structure (longitudinal cross section at the plane containing warp yam axis) at zone 10 [Source Reference 11]. Figure 9.8. Geometry of the structure (longitudinal cross section at the plane containing warp yam axis) at zone 10 [Source Reference 11].
Iditional importance is that the vibrational modes are dependent upon the reciprocal e vector k. As with calculations of the electronic structure of periodic lattices these cal-ions are usually performed by selecting a suitable set of points from within the Brillouin. For periodic solids it is necessary to take this periodicity into account the effect on the id-derivative matrix is that each element x] needs to be multiplied by the phase factor k-r y). A phonon dispersion curve indicates how the phonon frequencies vary over tlie luin zone, an example being shown in Figure 5.37. The phonon density of states is ariation in the number of frequencies as a function of frequency. A purely transverse ition is one where the displacement of the atoms is perpendicular to the direction of on of the wave in a pmely longitudinal vibration tlie atomic displacements are in the ition of the wave motion. Such motions can be observed in simple systems (e.g. those contain just one or two atoms per unit cell) but for general three-dimensional lattices of the vibrations are a mixture of transverse and longitudinal motions, the exceptions... [Pg.312]

SE values shown in tliis table for welded pipe include the joint quality factor E, for the longitudinal weld as required by Fig. 10-164 and, when applicable, the structural-grade quality factor Es of 0.92. For some code computations, particularly with regard to expansion, dexibility, structural attachments, supports, and restraints, the longihidinal-joint quality factor E, need not be considered. To determine the allowable stress S for use in code computations not ntdizing the joint quality factor E, divide the value SF shown in tliis table by the longitudinal-joint quality factor E, tabulated in Fig. 10-164. [Pg.992]

However, they should remain insulated when terminating with an equipment or a device such as at the ends of generators, GTs, DATs or VTs. It is essential to avoid IPB longitudinal currents through the terminal equipment. Now the bellows necessarily should be of rubber. Figure 31.4(d) shows a rubber bellows but in this small part of the bellows the conductor field will not be nullified and occupy the space affecting the metallic structures, beams and equip-menl/devices in the vicinity. This needs to be taken into account at site and it should be ensured that the nearest structure, beam or equipment is at least 600 mm away from the IPB enclosure. [Pg.936]

In hardwoods, morphological structural elements in longitudinal series comprise the segmented structure termed vessel . Vessels, which are exposed in transverse section, constitute about 10-46% of the stem volume in deciduous hardwoods and are cells of relatively large diameters (50-300 p.m). Vessels have in short the appearance of open vertical tubes within the wood structure because their end walls have partially dissolved. By comparison, the hardwood vessel diameter can be as much a 10 times the diameter of a softwood fiber. [Pg.1040]

Although CNTs showed similar EELS pattern in plasmon-loss and core-loss regions to graphite, SWCNT and fine MWCNT with a diameter less than 5 nm had different features. Furthermore, it has been found out that the angular-dependent EELS along the direction normal to the longitudinal axis of CNT shows stronger contribution from Jt electrons than [Pg.38]

AF Cr at 118/f, manifests itself in the fact that the longitudinal polarization of the SDW changes to the transversal one. From the standpoint of electronic structure, the nature of such SF transition in chromium is still unclear. Moreover, this transition is unlikely to be explained within the framework of non relativistic treatment, the nonrelativistic electron spectrum being identical for the longitudinal and transversal SDW. [Pg.149]

The reason for this can be seen as follows. In a perfect crystal with the ions held fixed, a positive hole would move about like a free particle with a mass m depending on the nature of the crystal. In an applied electric field, the hole would be uniformly accelerated, and a mobility could not be defined. The existence of a mobility in a real crystal derives from the fact that the uniform acceleration is continually disturbed by deviations from a perfect lattice structure. Among such deviations, the thermal motions of the ions, and in particular, the longitudinal polarisation vibrations, are most important in obstructing the uniform acceleration of the hole. Since the amplitude of the lattice vibrations increases with temperature, we see how the mobility of a... [Pg.248]

A substantial reduction in the amount of stray current picked up by nearby buried pipes or cables may be achieved by interrupting the longitudinal conductivity of the structure by means of insulating gaps or joints. Care must be taken in siting the gaps, and they should preferably be placed in localities where the current tends to enter the structure and at points on each side of the track where the pipe or cable crosses under the rails. [Pg.232]

There is greater similarity in the behavior of stretched melts and solid samples prepared by, e.g. pressure molding, probably, for the reason of parallelism in structure formation and destruction caused by deformation in melts and the amorphous regions of solid matrices. It is also possible to use identical equations for longitudinal viscosity and strength which present them as functions of the filler concentration [34]. [Pg.5]

The first area covers low volumetric flow rates, and entrance pressures below Pcr. This sector of two-phase flow in the molding machine is characterized by a complex non-linear dependence of reduced pressure on reduced volumetric flow rate. The structure of foam plastics obtained in this way was called shell structure by the authors in [20, 21] — the extrudate contains huge shell bubbles which are comparable to its section. As CBA concentration increases, or medium volumetric flow rate is increased at low CBA concentration, small bubbles materialize in the melt around the shell bubbles, and the structure becomes shell-bubble . Increase of the volumetric flow rate and the concentration of flowing agent neutralizes the difference in bubble size their lateral dimensions become smaller than their longitudinal ones. [Pg.117]

Therefore, before a final wall structure can be selected, it is necessary to conduct a combined strain analysis in both the longitudinal and hoop directions. This analysis will consider thermal contraction strains, the internal pressure, and the pipe s ability to bridge soft spots in the trench s bedding. In order to do this we must know more about the inherent properties of the material we are dealing with that is a structure made up of successive layers of continuous filament-wound fiberglass strands embedded within a plastic matrix. We must know the modulus of the material in the longitudinal direction and the... [Pg.213]

For simplicity, the condition considers the conservative case where the pipe acts simply as a support. The normal practice is to solve all these equations simultaneously, then determine the minimum wall thickness that has strains equal to or less than the allowable design strain. Thus, the minimum structural wall thickness is dictated by the longitudinal tensile load. [Pg.215]


See other pages where Longitudinal structure is mentioned: [Pg.251]    [Pg.470]    [Pg.251]    [Pg.470]    [Pg.752]    [Pg.809]    [Pg.1042]    [Pg.1046]    [Pg.1047]    [Pg.587]    [Pg.864]    [Pg.909]    [Pg.932]    [Pg.51]    [Pg.764]    [Pg.728]    [Pg.149]    [Pg.318]    [Pg.259]    [Pg.1040]    [Pg.76]    [Pg.337]    [Pg.8]    [Pg.40]    [Pg.29]    [Pg.156]    [Pg.541]    [Pg.840]    [Pg.840]    [Pg.46]    [Pg.266]    [Pg.148]    [Pg.210]    [Pg.212]    [Pg.214]    [Pg.217]    [Pg.514]    [Pg.732]    [Pg.1098]   
See also in sourсe #XX -- [ Pg.130 , Pg.137 , Pg.155 , Pg.159 ]

See also in sourсe #XX -- [ Pg.130 , Pg.137 , Pg.155 , Pg.159 ]




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