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Slabs, dimensions

The relation of I to atla is given by Fig. 4-63. It can be used to set the slab dimensions or required time of heating for a given energy interchange situation. [Pg.210]

Comparison between M06P3 Cluster and MoP (001) Slab Dimensions after Geometric Optimization... [Pg.307]

Figure B3.2.12. Schematic illustration of geometries used in the simulation of the chemisorption of a diatomic molecule on a surface (the third dimension is suppressed). The molecule is shown on a surface simulated by (A) a semi-infinite crystal, (B) a slab and an embedding region, (C) a slab with two-dimensional periodicity, (D) a slab in a siipercell geometry and (E) a cluster. Figure B3.2.12. Schematic illustration of geometries used in the simulation of the chemisorption of a diatomic molecule on a surface (the third dimension is suppressed). The molecule is shown on a surface simulated by (A) a semi-infinite crystal, (B) a slab and an embedding region, (C) a slab with two-dimensional periodicity, (D) a slab in a siipercell geometry and (E) a cluster.
The siipercell plane wave DFT approach is periodic in tliree dimensions, which has some disadvantages (i) thick vacuum layers are required so the slab does not interact with its images, (ii) for a tractably sized unit cell, only high adsorbate coverages are modelled readily and (iii) one is limited in accuracy by the fonn of the... [Pg.2224]

Equations (12-31), (12-32), and (12-33) hold only for a slab-sheet solid whose thickness is small relative to the other two dimensions. For other shapes, reference should be made to Crank The Mathematics of Diffusion, Oxford, London, 1956). [Pg.1181]

When fracture is confined to a single plane of the lattice, the net solution collapses to the nail solution. Consider an atomically thin slab of dimension V = AL, where A is unit area and L is a bond length, the strain energy stored is U = a AL/lE and the energy dissipated is U = DoE p — / c). The VP model then predicts that Gic o- such that... [Pg.381]

L is a characteristic dimension, such as radius in the case of a sphere or long cylinder, or half the thickness in the case of a slab, and kp is the thermal conductivity of the particle. [Pg.402]

C.19 Aluminum oxide, alumina, exists in a variety of crystal structures, some of which are beautiful and rare. Write the formula for aluminum oxide, which is a binary compound of aluminum and oxygen. The mass of a rectangular slab of aluminum oxide of dimensions 2.5 cm X 3.0 cm X 4.0 cm is 102 g. What is the density of aluminum oxide ... [Pg.54]

The three-dimensional symmetry is broken at the surface, but if one describes the system by a slab of 3-5 layers of atoms separated by 3-5 layers of vacuum, the periodicity has been reestablished. Adsorbed species are placed in the unit cell, which can exist of 3x3 or 4x4 metal atoms. The entire construction is repeated in three dimensions. By this trick one can again use the computational methods of solid-state physics. The slab must be thick enough that the energies calculated converge and the vertical distance between the slabs must be large enough to prevent interaction. [Pg.265]

If a volume expansion is required, then mccisurements in three simultaneous dimensions are needed, a result experimentally difficult to achieve, to say the least. Even a slab of a single crystal does not completely solve the problem since thermal expansion in three dimensions is needed for the volume thermal expansion coefficient. The crystal has three (3) crystallographic axes and may have three (3) linear coefficients of expansion. Only if the crystal is cubic does one have the case where all three values of ol are equal. [Pg.395]

The following procedure relates to electrophoretic protocols where the first dimension is developed by isoelectric focusing (in tube gels) and the second dimension is a size exclusion separation by SDS polyacrylamide electrophoresis in a slab gel. [Pg.93]

Let us consider the diffusion of a homogeneously distributed substance out of a slab with unit thickness in the direction x and infinite size in the other two dimensions. C(x, t) being the concentration at time t at a distance x from the origin, the diffusion equation is... [Pg.156]

All models are dependent on the differential slab in the z direction, as shown in Fig. A5.1. This figure shows the dimensions at the barrel wall, at the screw core, and the average. Like the nomenclature in other chapters including Chapter 5, the dimension at the screw core will have a subscript of c, dimensions at the barrel wall will have a subscript of b, and the average values when they occur will not be subscripted. The dimensions are shown here for clarity. These key dimensions will be removed from the force balance diagrams to follow. [Pg.705]

Figure A5.1 Dimensions for the slab in the z direction used for the force balances in the next sections. A complete description of the dimensions are provided in Section 7.1... Figure A5.1 Dimensions for the slab in the z direction used for the force balances in the next sections. A complete description of the dimensions are provided in Section 7.1...

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See also in sourсe #XX -- [ Pg.7 ]




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