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Direct lattice

FIQ. 1 Sketch of the BFM of polymer chains on the three-dimensional simple cubic lattice. Each repeat unit or effective monomer occupies eight lattice points. Elementary motions consist of random moves of the repeat unit by one lattice spacing in one lattice direction. These moves are accepted only if they satisfy the constraints that no lattice site is occupied more than once (excluded volume interaction) and that the bonds belong to a prescribed set of bonds. This set is chosen such that the model cannot lead to any moves where bonds should intersect, and thus it automatically satisfies entanglement constraints [51],... [Pg.516]

An account of the use of Miller indices to describe crystal planes and lattice directions is beyond the sco[>e of this article a very adequate treatment of this topic is, however, given in Reference 1. [Pg.1257]

Here, we have a set of points occupied by atoms (ions) arranged in a simple three-dimensional cubic pattern. The lattice directions are defined, Iqr convention, as x, y z. Note that there are eight (8) cubes in our example. [Pg.32]

Thus, the planes of the lattice are found to be important and can be defined by moving along one or more of the lattice directions of the unitcell to define them. Also important are the symmetry operations that can be performed within the unit-cell, as we have illustrated in the preceding diagram. These give rise to a total of 14 different lattices as we will show below. But first, let us confine our discussion to just the simple cubic lattice. [Pg.37]

The most important information about the nanoparticles is the size, shape, and their distributions which crucially influence physical and chemical properties of nanoparticles. TEM is a powerful tool for the characterization of nanoparticles. TEM specimen is easily prepared by placing a drop of the solution of nanoparticles onto a carbon-coated copper microgrid, followed by natural evaporation of the solvent. Even with low magnification TEM one can distinguish the difference in contrast derived from the atomic weight and the lattice direction. Furthermore, selective area electron diffraction can provide information on the crystal structure of nanoparticles. [Pg.58]

Fig. 19. Shift and splitting of the hydrogen vibrational energy in passivated Si caused by uniaxial pressure along [100] and [112] lattice directions. [Reprinted with permission from the American Physical Society, Herrero, C.P., and Stutzmann, M. (1988). Phys. Rev. B 38, 12668.]... Fig. 19. Shift and splitting of the hydrogen vibrational energy in passivated Si caused by uniaxial pressure along [100] and [112] lattice directions. [Reprinted with permission from the American Physical Society, Herrero, C.P., and Stutzmann, M. (1988). Phys. Rev. B 38, 12668.]...
Disorder in Stacking of Ordered Layers of Macromolecules Along One Lattice Direction... [Pg.71]

Another kind of disorder corresponding to an important subcase of class (i) can arise from defects in the stacking of ordered layers of macromolecules along one lattice direction. This kind of disorder produces broadening of reflections in the X-ray diffraction patterns and streaks in the electron diffraction patterns of single crystals. [Pg.131]

When one implements an MC stochastic dynamics algorithm in this model (consisting of random-hopping moves of the monomers by one lattice constant in a randomly chosen lattice direction), the chosen set of bond vectors induces the preservation of chain connectivity as a consequence of excluded volume alone, which thus allows for efficient simulations. This class of moves... [Pg.12]

Atomic structures of several adlayers of Cd deposited underpotentially on Au(lll) surface in H2SO4 solution have been visualized applying in situ STM [418]. Three ordered adlattices have been observed, all of which had a long-range linear morphology and were rotated by 30° with respect to the substrate lattice directions. The same system has been studied later... [Pg.886]

Figure 1.7 Various properties of barium titanate as a function of temperature. Anisotropic properties are shown with respect to the lattice direction, (a) Lattice constants, (b) spontaneous polarization Ps and (c) relative permittivity er. Figure 1.7 Various properties of barium titanate as a function of temperature. Anisotropic properties are shown with respect to the lattice direction, (a) Lattice constants, (b) spontaneous polarization Ps and (c) relative permittivity er.
Nevertheless, current fabrication techniques fall far short of those needed for mass production. Most problematic, perhaps, is the lack of control when it comes to placing the tubes in predetermined positions during device fabrication, where different approaches such as controlled deposition from solution or lattice-directed growth are currently pursued [37]. A remarkable success has been recently achieved in using DNA molecules for the construction of a single CNTFET device [49]. However, more research is needed to assess whether such a biological approach can also be used for the assembly of a large number of devices. [Pg.375]

Fig. 14 a Benzene on Ni(lll) forms mirror domains with the mirror plane parallel to the [110] surface lattice direction. The unit cell is rotated either by + 19.1° or by - 19.1° with respect to the [110] direction of the substrate. The van der Waals radii around the hydrogen atoms show that the structure is closely packed, b Schematic drawing of the LEED pattern. The unit cell periodicity of substrate (large hexagon) and adlayer for both mirror domains (small hexagonal prisms, open and closed circles) are indicated... [Pg.225]


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See also in sourсe #XX -- [ Pg.388 , Pg.421 , Pg.433 , Pg.434 , Pg.473 , Pg.475 ]




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Body-Centered Cubic Direct Lattice

Direct Space Lattice Parameters

Direct lattice sum

Directed lattice

Directed lattice

Face-Centered Cubic Direct Lattice

Lattice Directions

Lattice Directions

Lattice coupling in direct molecular dissociation

Lattices planes and directions

Limit-ordered models lattice direction

Proton spin-lattice relaxation time direction

Simple Cubic Direct Lattice

Spin-lattice relaxation direct process

The Direct Lattice

Trans conformation lattice direction

Unit cell direct-lattice

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