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Structures squares

Figure 2. Total energies of ordered (LIq structure, squares), random (circles) and segregated (triangles) fee RhsoPdso alloys as a function of the number of neighboring shells included in the local interaction zone. Values obtained by the LSGF-CPA method are shown by filled symbols and full lines. The energies obtained by the reference calculations are shown by a dashed line (LMTO, ordered sample), a dotted line (LMTO-CPA, random sample), and a dot-dashed line (interface Green s function technique, segregated sample). Figure 2. Total energies of ordered (LIq structure, squares), random (circles) and segregated (triangles) fee RhsoPdso alloys as a function of the number of neighboring shells included in the local interaction zone. Values obtained by the LSGF-CPA method are shown by filled symbols and full lines. The energies obtained by the reference calculations are shown by a dashed line (LMTO, ordered sample), a dotted line (LMTO-CPA, random sample), and a dot-dashed line (interface Green s function technique, segregated sample).
Two ways to reduce the diffusion length in TBRs are 1) use of smaller catalyst particles, or 2) use of an egg-shell catalyst. The first remedy, however, will increase pressure drop until it becomes unacceptable, and the second reduces the catalyst load in the reaction zone, making the loads of the TBR and the MR comparable. For instance, the volumetric catalyst load for a bed of 1 mm spherical particles with a 0.1 mm thick layer of active material is 0.27. The corresponding load for a monolithic catalyst made from a commercial cordierite structure (square cells, 400 cpsi, wall thickness 0.15 mm), also with a 0.1 mm thick layer of active material, is 0.25. [Pg.391]

Why is the structure square-pyramidal It has been shown that a diamagnetic d6 ML5 complex distorts away from the Jahn-Teller active trigonal bipyramidal structure.20 Two more stable structures are possible a square pyramid (T) and a distorted trigonal bipyramid (Y). Theoretical studies21 have shown that the T and Y structures are very close in energy and that the preference for one over the other comes from a subtle balance of a and it properties of the ligands. [Pg.4]

X = characteristic length of structure, ft side dimension for square structure square root of plan area for rectangular structure cube root of the volume for cylindrical structure... [Pg.45]

Numerous metallomacrocycles self-assemble from their components giving species possessing various structures, for instance triangular shape [9.30,9.31] containing a cavity [9.32], which may include a guest molecule [9.33] square [9.34,9.35] or star like [9.36-9.39] shapes wheel-shaped or toroidal hexameric [9.40], octameric [9.41] or decameric [9.42,9.43] structures square [9.44,9.45] rectangular [9.46,9.47] or bent [9.48] boxes into which substrate molecules may bind [9.49,9.50] adaman-tanoid shape [9.51,9.52] with cation inclusion [9.51c], formally related to that of the spheroidal macrotricycle 21 catenane type [9.53]. Coordination species of dendri-mer or arborol nature have been constructed [7.61, 8.27, 9.54]. [Pg.145]

Figure 4.94 Numerically simulated surface of the absolute velocity in a structured square... Figure 4.94 Numerically simulated surface of the absolute velocity in a structured square...
Obviously the characteristic distribution of the structured square, as expected, is much closer to the ideal plug flow reactor than to the laminar flow reactor. This desired behavior is a result of the channel walls, which are flow-guiding elements and pressure resistors to the flow at the same time. Two of the streamlines are projecting with a residence time of more than 0.4 s. These are the streamlines passing the area close to the wall of the distribution area, which introduces a larger resistance to these particles due to wall friction. This could, for example, be accounted for by a different channel width between the near wall channels and the central channels. [Pg.614]

Fig. 13. Reconstruction of Mo(OOl) (Daley et al., 1993). (a) Antiphase domain structure for T below 125 K (b) displacements in the antiphase domain structure (squares), and the periodic lattice displacement structure for 7 above 125 K. Fig. 13. Reconstruction of Mo(OOl) (Daley et al., 1993). (a) Antiphase domain structure for T below 125 K (b) displacements in the antiphase domain structure (squares), and the periodic lattice displacement structure for 7 above 125 K.
What structure (squares, triangles, hexagons, etc.) will be established at steady state ... [Pg.118]

Now we shall discuss the results of numerical simulations of eq.(32) for the two orientations of the film surface [001] and [111], with Tijk[h] defined by (33) and (34), respectively, and for the glued-layer wetting potential Wo h) defined by (29) (so that W2 h) = W3 h) = 0 in (32)). If the initial film thickness ho is so large that the film does not feel" the substrate, ho > 6, the numerical solutions of eq.(61) exhibit the formation of faceted pyramidal structures (square pyramids for [001] surface and triangular pyramids for... [Pg.154]

Figure 8.2. Plots of AEJn) and A (n) versus 1/n for linear and cyclic HCN and HCjN clusters as obtained at the B3LYP/6-31G(d,p) level [107]. Open symbols A (n) filled symbols A (n) circles cyclic structures squares linear structures. Figure 8.2. Plots of AEJn) and A (n) versus 1/n for linear and cyclic HCN and HCjN clusters as obtained at the B3LYP/6-31G(d,p) level [107]. Open symbols A (n) filled symbols A (n) circles cyclic structures squares linear structures.
Parametric study of blind bolted end-plate connection on structural square hollow section... [Pg.305]

FIGURE 12.17 Comparison between calculated and experimental H CSs for each resonance of thymol. Red (left) corresponds to the structures before the DFT-optimization (the nine structures are displayed in i) and blue (right) after optimization (same nine structures after periodic DPT optimization represented in ii, where the orange structure is the reference structure). Squares and triangles indicate structures where the orientation of the hydroxyl proton H(14) is respectively similar to (structures a-f) or different from (structures g-i) the reference structure (represented by green circles), respectively. Adapted with permission from Ref. [71]. Copyright 2009, RSC Publishing. [Pg.412]

Using circles, show that a cubic structure (squares in 2-D) has a lower coordination number than a hexagonal structure. [Pg.339]

Er hep Tn = 80K cam structure CAM structure squares up at Tb = 52 K basal plane moment orders with same periodicity Tc = 32 K c-axis ferrimagnetic cone-shaped structure "1,5 2 2.55... [Pg.515]

Alkene complexes of these metals may have the following structures square-planar, trigonal-bipyramidal, tetrahedral, and trigonal. The first two types are encountered for... [Pg.368]

Section 8.13 molecular structure valence shell electron-pair repulsion (VSEPR) model linear structure trigonal planar structure tetrahedral structure trigonal pyramid trigonal bipyramid octahedral structure square planar structure... [Pg.403]

The valence shell of the xenon atom contains 12 electrons eight from the xenon and one each from the four chlorine atoms. There are four bonding pairs and two lone pairs. The basic shape adopted by the molecule Is octahedral. Flowever, there are two possible arrangements for the lone pairs. The first structure, square planar, minimizes the repulsion (the lone pairs are at 180° to each other) and Is hence adopted as the molecular shape (Figure 14.7). As a general rule, for a molecule where the electron domains adopt an octahedral structure, any lone pairs will occupy positions opposite to one another. [Pg.490]


See other pages where Structures squares is mentioned: [Pg.834]    [Pg.650]    [Pg.610]    [Pg.444]    [Pg.276]    [Pg.951]    [Pg.286]    [Pg.965]    [Pg.14]    [Pg.310]    [Pg.315]    [Pg.315]    [Pg.256]    [Pg.950]    [Pg.391]    [Pg.250]    [Pg.2489]    [Pg.23]    [Pg.332]    [Pg.421]    [Pg.834]    [Pg.321]    [Pg.513]    [Pg.515]    [Pg.159]    [Pg.19]    [Pg.27]    [Pg.28]    [Pg.219]   
See also in sourсe #XX -- [ Pg.334 , Pg.343 ]




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Bis square-planar structures

Capped square antiprismatic structure

Distorted square planar structures

Dynamic Structure Factor and Mean Square Displacement

Explicit expressions for structure factor least-squares

Latent structures, partial least squares , projection

Least-squares refinement crystal structures

Mixed-ligand complexes square-planar structures

Molecular squares structural motifs

Molecular squares structure

Molecular structure square planar

Nickel complexes square-planar structures

Organometallics square-planar structures

PLS Partial Least Squares Projections to Latent Structures

Partial Least Squares Projection of Latent Structures

Partial Least Squares Projection of Latent Structures (PLS)

Partial Least Squares Projections to Latent Structures (PLS) in Chemistry

Partial least squares Quantitative Structure-Activity

Partial least squares projections to latent structure

Quantitative structure-activity relationship partial least square method

Root mean square deviation structures

Square antiprism structures

Square antiprismatic geometry electronic structure

Square planar VSEPR structure

Square planar complexes structure

Square planar coordination structures

Square planar structure

Square planar structure isomerism

Square planar structure valence bond description

Square planar structures VSEPR model

Square planar structures complex ions with

Square planar structures numbering

Square prismatic structure

Square pyramid coordination structures

Square pyramidal VSEPR structure

Square pyramidal structures

Square-planar complexes structural variation

Square-planar structure platinum complex formation

Square-planar structures radical formation

Squared structure

Squares Refinement of the Structure

Structural model, least square

Structural model, least square refinement

Structure of Wild and Domestic Silk Fibres Using Linked-Atom Least-Squares Method

Structure refinement with block diagonal least squares

Structure refinement, full-matrix least-squares

Structures square antiprismatic

Structures, square-based pyramidal

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