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Geometric join

The discussion here is confined to the more common type of foam, the polyederschaum and their interesting geometric aspects. If three bubbles are joined, as in Fig. XIV-13, the three separating films or septa meet to form a small triangular column of liquid (perpendicular to the paper in the figure)... [Pg.519]

Geometric, or cis-trans, isomerism is common among alkenes. It occurs when both of the double-bonded carbon atoms are joined to two different atoms or groups. The other two structural isomers of C4H8 shown under (1) on page 597 do not show cis-trans isomerism. In both cases the carbon atom at the left is joined to two identical hydrogen atoms. [Pg.598]

By way of graphical example of the various algebraic and geometrical concepts that are introduced in this chapter, we will make use of a measurement table adapted from Walczak etal.[ ]. Table 31.2 describes 23 substituted chalcones in terms of eight chromatographic retention times. Chalcone molecules are constituted of two phenyl rings joined by a chain of three-carbon atoms which carries a double bond and a ketone function. Substitutions have been made on each of the phenyl rings at the para-positions with respect to the chain. The substituents are CFj, F, H, methyl, ethyl, i-propyl, t-butyl, methoxy, dimethylamine, phenyl and NO2. Not all combinations two-by-two of these substituents are represented in the... [Pg.116]

The thermal resistance between the ends of the sample and the copper blocks must be negligible compared with the thermal resistance of the sample. This assumption must be verified especially for short samples at low temperature where the contact resistance is higher. For this reason, a second measurement of the thermal conductivity of Torlon in the 4.2-25 K range was carried out. The second sample had a different length (L = 24.51 mm) and the same section A. This additional measurement gave the same value of k within 2%. Moreover, we see from Fig. 11.15 that data of thermal conductivity at 4.2 K well join data at lower temperatures (within 3%) obtained on a sample of much smaller geometrical factor and with a different method (integrated thermal conductivity method) and a different apparatus [38], Finally, at room temperature, we find k = 0.26 W/mK, which is the data sheet value. [Pg.278]

Geometrically it is impossible for polyhedral boranes where two closo-polyboranes share two common boron atoms, i.e., a common edge, to exist, because the hydrogen atoms of the neighboring BH groups would interfere sterically. For instance, if two B12H12 units are joined by a common edge this would result in H-H distances of less than 1.5 A, well below the van der Waals contacts. However,... [Pg.44]

Plastic boilermaking, very similarly to metal boilermaking, allows the realization of simple and developable geometrical parts, by cold or hot forming, machining and assembly by welding or joining of plates, tubes and blanks. [Pg.757]

Let us now consider a case in which components 1 and 2 form an intermediate crystalline compound (C) with precise, invariant stoichiometry (e.g., 60% of component 2 and 40% of component 1). If the chemical composition of the intermediate compound is fixed, it behaves as a mechanical mixture with respect to its pure components (i.e., zero miscibility). The presence of the intermediate compound subdivides the compositional join into two fields mechanical mixture 2-C (y") and mechanical mixture C-1 (y ). The resulting crystallization path may assume two distinct geometrical configurations, as shown in figure 7.8. [Pg.461]

For maltose. Figure 3 shows that there are no significant differences between the geometric results found with the four rather different potential energy functions. The only discrepancy is the absence of minimum 1 in the map of French (18). Most crystal structure data fall within the valley joining the three upper points. [Pg.185]

Next, consider the simplest model in which jL(l) and (1(2) are perpendicular to the line joining them. The only geometric variables are the distance between the dipoles, d, and the dihedral angle between the dipoles, a. The rotational strength R and dipole strength D, for a given transition of 0 -> a with the wave-number v0a are given as ... [Pg.20]

Since the directions of reflected rays are obtained by joining the centre of the sphere to points on its surface, the crystal itself may be regarded as rotating in the centre of the sphere of reflection, while the reciprocal lattice of this same crystal rotates about a different point—-the point where the beam emerges from the sphere. If this seems odd, it must be remembered that the reciprocal lattice is a geometrical fiction and should not be expected to behave other than oddly the fact is, the reciprocal lattice is concerned with directions its magnitude and the location of its origin are immaterial. [Pg.158]


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