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Real rings

ACS Symposium Series American Chemical Society Washington, DC, 1977. [Pg.9]

Pseudo rings are useful because they are the rings which are often formed in the construction of bridged molecules. [Pg.10]

There are usually certain bonds in a molecule whose disconnection in the retrosynthetic direction leads to a significant simplification of the cyclic structure. These are termed strategic bonds. Since these have been described in detail elsewhere, we shall consider them here only briefly.  [Pg.10]

Other restrictions on strategic bonds prevent them from being aromatic and from leaving chiral side chains. These requirements are also based on current chemical technique. [Pg.11]


Fig. 55. Situation of the apparent ring-numbers Rjmol. and in respect to the real ring number... Fig. 55. Situation of the apparent ring-numbers Rjmol. and in respect to the real ring number...
Odd harmonics (n = 1,3) are ideally on-axis, and even ones are off-axis. For a real ring with non-zero emittance, however, the phase envelopes of the harmonics overlap, and all are accessible on-axis. The formal bandwidth of each harmonic wavelength is 1 /tiN, but deviation of the magnetic field from ideal causes broadening of the peaks. In general, the odd harmonics have linear polarization on-axis, while the polarization of the even harmonics is complex. [Pg.133]

These are calculated data for hypothetical planar rings. As you will see, real rings are rather different. [Pg.367]

However, it is worth noting that the equilibrium in real ring-expansion systems, without linear chains, should rather give higher equilibrium concentrations of macrocycles than in systems in which linear chains are formed. It stems from the mass balance not including the absent linear polymer fraction (see a short discussion in the next section), but it has not yet been verified experimentally. [Pg.33]

A CCD camera and the PC are used to process the different null displacement rings whereby the movements can be followed trough in real time, and also very accurately measured. [Pg.657]

We have presented a method to analyze the composite displacement and rotation movements. On Tables 1 and 2 we can see the agreement between the experimental values and that obtained from equations (1) or (2). This technique allows to follow the movement in real time, observing directly on the PC screen the ring size and position variations. In this way, we can determine the center and the radius of the ring. [Pg.659]

Figure B3.3.11. The classical ring polymer isomorphism, forA = 2 atoms, using/ = 5 beads. The wavy lines represent quantum spring bonds between different imaginary-time representations of the same atom. The dashed lines represent real pair-potential interactions, each diminished by a factor P, between the atoms, linking corresponding imaginary times. Figure B3.3.11. The classical ring polymer isomorphism, forA = 2 atoms, using/ = 5 beads. The wavy lines represent quantum spring bonds between different imaginary-time representations of the same atom. The dashed lines represent real pair-potential interactions, each diminished by a factor P, between the atoms, linking corresponding imaginary times.
As an illustration of the real complexity of Mill s reaction, when two molecules of heterocycloammoniums of different nature, one of them being thiazolium (2-substituted or not), are put together in a basic medium, nine dyes theoretically can be produced (depending on the nature of the substituent in the ring) three thiazolomonomethine cyanines (two symmetrical, one asymmetrical) and six trimethine cyanines (two symmetrical, two symmetrical mesosubstituted. one unsymmetrical, one unsymmetrical mesosubstituted). One cannot separate such a mixture by usual chromatographic means. [Pg.47]

The second reason for modification of the displaced volume is that in real world application, the cylinder will not achieve the volumetric performance predicted by Equation 3.4. It is modified, therefore, to include empirical data. The equation used here is the one recommended by the Compressed Air and Gas Institute [1], but it is somewhat arbitrary as there is no universal equation. Practically speaking, however, there is enough flexibility in guidelines for the equation to produce reasonable results. The 1.00 in the theoretical equation is replaced with. 97 to reflect that even with zero clearance the cylinder will not fill perfectly. Term L is added at the end to allow for gas slippage past the piston rings in the various types of construction. If, in the course of making an estimate, a specific value is desired, use, 03 for lubricated compressors and. 07 for nonlubricated machines. These are approximations, and the exact value may vary by as much as an additional. 02 to. 03... [Pg.57]

As tannins contain many phenolic -type subunits (Fig. 3), one may be tempted to think that they will exhibit a similar reactive potential to that of phenol, and that therefore procedures used in standard PF production can be transferred to those containing tannin. This, however, is not the case. The real situation is that tannin is far more reactive than unsubstituted phenol due to the resorcinol and catchecol rings present in the tannin. This increase in hydroxyl substitution on the two aromatic rings affords an increase in reactivity to formaldehyde by 10 to 50... [Pg.1070]

For the sake of clarity, ten coordination sites are drawn a little further away from the surface of the particle in Fig. 15(a)-(c). These sites are real surface sites and the formal link is shown by a solid line. In this way the different C2 units are easily distinguished in the figure and the formation of six-membered rings is obvious. The planar tubule representations of Fig. 15(a )-(c ) are equivalent to those in Fig. 15(a)-(c), respectively. The former figures allow a better understanding of tubule growth. Arriving C, units are first coordinated to the catalyst coordination... [Pg.97]

Diphenylcyclopropenone is the first stable molecule prepared which has a carbonyl group in a three-membered ring In a very real sense the compound has aromatic character and is fairly stable.4 An interesting cycloaddition reaction of enamincs with diphenylcyclopropenone has been reported.7... [Pg.64]

Cyclopropane, C.H, is a hydrocarbon composed of a three-membered ring of carbon atoms, (a) Determine the hybridization of the carbon atoms, (b) Predict the CCC and HCH bond angles at each carbon atom on the basis of your answer to part (a), (c) What must the real CCC bond angles in cyclopropane be (d) What is the defining characteristic of a cr-bond compared with a ir-bond, for example (e) How do the C—C cr-bonds in cyclopropane extend the definition of conventional o-bonds (f) Draw a picture depicting the molecular orbitals to illustrate your answer. [Pg.256]

Little progress has been made in the field of Group 15 metal amidinate and guanidinate derivatives. Only very recently some exciting results have been reported which demonstrate that this area may hold some real surprises and merits further exploration. It was found that amidinato ligands are capable to stabilize novel amidodiarsenes. Reduction of the four-membered ring As(III)... [Pg.223]

This compound contains two five-membered rings, but it also contains a six-membered ring with all the hallmarks of a Diels-Alder adduct. The real problem is how to make (25). [Pg.406]


See other pages where Real rings is mentioned: [Pg.59]    [Pg.455]    [Pg.453]    [Pg.453]    [Pg.183]    [Pg.185]    [Pg.455]    [Pg.367]    [Pg.9]    [Pg.59]    [Pg.455]    [Pg.453]    [Pg.453]    [Pg.183]    [Pg.185]    [Pg.455]    [Pg.367]    [Pg.9]    [Pg.657]    [Pg.2274]    [Pg.2365]    [Pg.52]    [Pg.2]    [Pg.418]    [Pg.50]    [Pg.90]    [Pg.101]    [Pg.576]    [Pg.308]    [Pg.257]    [Pg.125]    [Pg.262]    [Pg.593]    [Pg.297]    [Pg.115]    [Pg.42]    [Pg.46]    [Pg.181]    [Pg.690]    [Pg.203]    [Pg.290]    [Pg.15]    [Pg.159]   
See also in sourсe #XX -- [ Pg.9 ]




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