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Structures strain-free

Although the octahedral sheet of chamosite is composed predominantly of Fe2+ (radius = 0.75) rather than the smaller Mg (radius = 0.65), the A1 content (x > 1.20) is sufficiently large so that the tetrahedral rotation is necessary to adjust the size differential (Radoslovich, 1963). As Mg increases relative to Fe2+, less A1 is required to afford a strain-free structure. There appears to be no reason that there cannot be a continuous isomorphous series between chamosite and serpentine. [Pg.166]

The energy content of this molecule, per unit weight, is nearly the same as that of cyclohexane, which also has a strain-free structure. [Pg.60]

The strain-free structures of diamondoids give them high molecular rigidity, which is quite important for a MBB. High density, low surface energy, and oxidation stability are some other preferred diamondoid properties as MBBs. [Pg.50]

Both Equations 6.19 and 6.20 apply to strain-free structures. [Pg.266]

Diamond is an important commodity as a gemstone and as an industrial material and there are several excellent monographs on the science and technology of this material [3-5]. Diamond is most frequently found in a cubic form in which each carbon atom is linked to fom other carbon atoms by sp ct bonds in a strain-free tetrahedral array. Fig. 2A. The crystal stmcture is zinc blende type and the C-C bond length is 154 pm. Diamond also exists in an hexagonal form (Lonsdaleite) with a wurtzite crystal structure and a C-C bond length of 152 pm. The crystal density of both types of diamond is 3.52 g-cm. ... [Pg.4]

An X-ray structure analysis of 74 (R=C4Hg) revealed that the unsaturated portion of the molecule was planar, with the angles between adjacent acetylenic bonds deviating by 13 -15° from 180°, the value for a strain-free molecule. Since the connection of the alkyne moieties to the aromatic rings was only shifted slightly (2-3°), distortion of the acetylene linkages appears as the major source of instability in these macrocycles. [Pg.102]

With sp bond angles calculated to be around 162°, macrocycle 131 would be highly strained and was therefore expected to be quite reactive [79]. The octa-cobalt complex 132, on the other hand, should be readily isolable. Indeed, 132 was prepared easily from 133 in five steps, and was isolated as stable, deep maroon crystals (Scheme 30). All spectroscopic data supported formation of the strain-free dimeric structure. Unfortunately, all attempts to liberate 132 from the cobalt units led only to insoluble materials. Diederich et al. observed similar problems when trying to prepare the cyclocarbons [5c]. Whether the failure to prepare these two classes of macrocycles is due to the extreme reactivity of the distorted polyyne moiety or to the lack of a viable synthetic route is not certain. Thus, isolation and characterization of smaller bent hexatriyne- and octatetrayne-containing systems is an important goal that should help answer these questions. [Pg.124]

Later, the name diamondoids was chosen for all the higher cage hydrocarbon compounds of this series because they have the same structure as the diamond lattice highly symmetrical and strain-free so that their carbon atom structure can be superimposed on a diamond lattice, as shown in Fig. 5 for adamantane, diamantane, and triamantane. These compounds are also known as adamanto-logs and polymantanes. [Pg.212]

Most of the force fields described in the literature and of interest for us involve potential constants derived more or less by trial-and-error techniques. Starting values for the constants were taken from various sources vibrational spectra, structural data of strain-free compounds (for reference parameters), microwave spectra (32) (rotational barriers), thermodynamic measurements (rotational barriers (33), nonbonded interactions (1)). As a consequence of the incomplete adjustment of force field parameters by trial-and-error methods, a multitude of force fields has emerged whose virtues and shortcomings are difficult to assess, and which depend on the demands of the various authors. In view of this, we shall not discuss numerical values of potential constants derived by trial-and-error methods but rather describe in some detail a least-squares procedure for the systematic optimisation of potential constants which has been developed by Lifson and Warshel some time ago (7 7). Other authors (34, 35) have used least-squares techniques for the optimisation of the parameters of nonbonded interactions from crystal data. Overend and Scherer had previously applied procedures of this kind for determining optimal force constants from vibrational spectroscopic data (36). [Pg.173]

Table 8 presents structures observed for monocyclic dienes and polyenes with rings large enough to accommodate trans C=C double bonds. In a cyclodecadiene molecule strain-free carbon skeletons can only be derived when two double bonds are diametrically placed and have the same configuration (as, cis or trans,trans). Cw,cis-Cyclodeca-1,6-diene (1,6-CDD) may exist in twelve different conformations, and it is therefore noteworthy that it almost exclusively prefers one of these, namely the one indicated in Table 8. This conformer does not have the repulsive transannular HH interactions that destabilize the corresponding saturated molecule in all conceivable conformers. Table 8 presents structures observed for monocyclic dienes and polyenes with rings large enough to accommodate trans C=C double bonds. In a cyclodecadiene molecule strain-free carbon skeletons can only be derived when two double bonds are diametrically placed and have the same configuration (as, cis or trans,trans). Cw,cis-Cyclodeca-1,6-diene (1,6-CDD) may exist in twelve different conformations, and it is therefore noteworthy that it almost exclusively prefers one of these, namely the one indicated in Table 8. This conformer does not have the repulsive transannular HH interactions that destabilize the corresponding saturated molecule in all conceivable conformers.
The corresponding cyclohexenyl system 56 (Scheme 16) remains relatively unreactive, however, even when the reaction is performed under an ethylene atmosphere after 24 h (10mol% lb, 1 atm ethylene, CH2Cl2), only 10-20% of chromene 47 is obtained. This persistent lack of reactivity is presumably because (1) the relatively strain-free six-membered ring is less prone (relative to cyclopentenyl and cycloheptenyl structures) to react with LnRu=CH2 [21], and (2) in case ring rupture does occur with the proper regiocontrol to afford 57... [Pg.130]

A general type of chemical reaction between two compounds, A and B, such that there is a net reduction in bond multiplicity (e.g., addition of a compound across a carbon-carbon double bond such that the product has lost this 77-bond). An example is the hydration of a double bond, such as that observed in the conversion of fumarate to malate by fumarase. Addition reactions can also occur with strained ring structures that, in some respects, resemble double bonds (e.g., cyclopropyl derivatives or certain epoxides). A special case of a hydro-alkenyl addition is the conversion of 2,3-oxidosqualene to dammara-dienol or in the conversion of squalene to lanosterol. Reactions in which new moieties are linked to adjacent atoms (as is the case in the hydration of fumarate) are often referred to as 1,2-addition reactions. If the atoms that contain newly linked moieties are not adjacent (as is often the case with conjugated reactants), then the reaction is often referred to as a l,n-addition reaction in which n is the numbered atom distant from 1 (e.g., 1,4-addition reaction). In general, addition reactions can take place via electrophilic addition, nucleophilic addition, free-radical addition, or via simultaneous or pericycUc addition. [Pg.32]


See other pages where Structures strain-free is mentioned: [Pg.232]    [Pg.60]    [Pg.455]    [Pg.131]    [Pg.1101]    [Pg.129]    [Pg.294]    [Pg.232]    [Pg.60]    [Pg.455]    [Pg.131]    [Pg.1101]    [Pg.129]    [Pg.294]    [Pg.310]    [Pg.330]    [Pg.110]    [Pg.162]    [Pg.515]    [Pg.49]    [Pg.61]    [Pg.62]    [Pg.105]    [Pg.298]    [Pg.593]    [Pg.46]    [Pg.136]    [Pg.363]    [Pg.183]    [Pg.111]    [Pg.229]    [Pg.392]    [Pg.67]    [Pg.235]    [Pg.9]    [Pg.307]    [Pg.451]    [Pg.193]    [Pg.103]    [Pg.464]    [Pg.112]    [Pg.983]    [Pg.1357]   
See also in sourсe #XX -- [ Pg.53 ]




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Strain Structure

Strain, structural

Strain-free

Strained structures

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