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Pentagon design

Fig. 12.17 Equiradial designs fa) Pentagon design (b) Hexagon design. Fig. 12.17 Equiradial designs fa) Pentagon design (b) Hexagon design.
The effect of the lubrification time X includes a square term, so it must be set at 3 levels. The humidity X and the sieve size X are each allowed 2 levels. Thus each granulation batch is divided into 3 sub-batches of 4 kg, for the remainder of the processing, each with a different combination of levels of Xj, X, and X5. There are 12 possible treatments for each of the 6 granulations. The candidate design is therefore the product of the pentagonal design and a 2 3 factorial design and contains 72 experiments. [Pg.351]

Figure 1 shows a typical pentagon design. The thickness was standardized on 2.54 mm, and the finished molded edges were to be exactly 2.54 mm. The problem occurred when students became over creative with what they wanted inside the pentagon. They did not realize how complicated it would be to machine lion heads, palm tress, and other novelty shapes. They quickly revised their design so that it could be made with simple... [Pg.2974]

Hollow carbon nanostructures are exciting new systems for research and for the design of potential nano-electronic devices. Their atomic structures are closely related to their outer shapes and are described by hex-agonal/pentagonal network configttrations. The surfaces of such structures are atomically smooth and perfect. The most prominent of these objects are ftil-lerenes and nanotubesjl]. Other such novel structures are carbon onions[2] and nanocones[3]. [Pg.65]

Figure 13.15 shows a design based on a regular polyhedron, the pentagon [Himmelblau (1970)]. The experimental design matrix is... [Pg.302]

Because each of the pentagonal points is equidistant from the center of the design, the design is rotatable. This rotatability is seen in the axially symmetric surfaces for normalized uncertainty and normalized information. [Pg.303]

Figure 13.15 A pentagonal rotatable design with center point. = 0, = 3. Figure 13.15 A pentagonal rotatable design with center point. = 0, = 3.
It is possible for an appropriately designed ligand to force a seven-coordinate pentagonal bipyramidal structure upon a V(III) complex. An example is the Schiff-base ligand shown in Fig. 4 [40]. In the [VLCl2]Cl complex the five nitrogen donor atoms are in a single plane and... [Pg.364]

Figure 6-13. The templated formation of a hydrazone macrocycle. This ligand contains five nitrogen donor atoms and was designed to investigate the properties of metal complexes containing a pentagonal planar donor set. In practice, the complexes of these ligands usually acquire one or two axial ligands to give six- or seven-co-ordinate complexes. Figure 6-13. The templated formation of a hydrazone macrocycle. This ligand contains five nitrogen donor atoms and was designed to investigate the properties of metal complexes containing a pentagonal planar donor set. In practice, the complexes of these ligands usually acquire one or two axial ligands to give six- or seven-co-ordinate complexes.
To reach a second-order model by a mathematical theory of experiment, designs of second order experiments may be applied, as described in sects. 2.3.2, 2.3.3 and 2.3.4. Noncomposite designs such as simplex sum rotatable designs (SSRD) pentagonal or hexagonal types (k=2) with central points are analyzed in this case (Figs. 2.57 and 2.58.). [Pg.431]

The Pentagonal Dodecahedron and the Icosahedron. These bodies (Fig. A5-8) are related to each other in the same way as are the octahedron and the cube, the vertices of one defining the face centers of the other, and vice versa. Both have the same symmetry operations, a total of 120 We shall not list them in detail but merely mention the basic symmetry elements six C5 axes ten C3 axes, fifteen C2 axes, and fifteen planes of symmetry. The group of 120 operations is designated Ih and is often called the icosahedral group. [Pg.1323]


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See also in sourсe #XX -- [ Pg.296 ]




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