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Rotation, internal restricted

No molecule is completely rigid and fixed. Molecules vibrate, parts of a molecule may rotate internally, weak bonds break and re-fonn. Nuclear magnetic resonance spectroscopy (NMR) is particularly well suited to observe an important class of these motions and rearrangements. An example is tire restricted rotation about bonds, which can cause dramatic effects in the NMR spectrum (figure B2.4.1). [Pg.2089]

Hindered Rotation (kT to) With hindered rotation, the potential energy of the internal rotation is restricted by a potential barrier, Vq, whose magnitude varies as the two parts of the molecules rotate past each other in a cyclic fashion. For example, in the molecule H3C-CCI3, the potential varies as the hydrogen atoms on one carbon move past the chlorine atoms on the other. [Pg.568]

The local full NRG appears then as a direct product of two subgroups the restricted NRG corresponding to the internal motions, and a single switch subgroup, Uf, which corresponds to the external rotation. The restricted NRG is found to be smaller than the full NRG and the external rotation one isomor-pic to the symmetry point group of the molecule, Cs, in its most symmetric configuration. As a result, it may be written as in the case of phenol ... [Pg.56]

Three internal rotations are restricted in this 4-center transition state. 6-center ... [Pg.400]

Five internal rotations are restricted in the 8-center transition state however, three bonds (instead of two as in the former cases) are broken. Although this process produces the wrong products, this is not necessarily a serious problem (see below). Transition state estimates of the 4-factors favor the 6-center displacement process although 4-center transition states had formerly been proposed It has been noted that the decomposition rate coefficient reported for acetic anhydride, the product of the methylene diacetate reaction, was an order of magnitude larger than that for methylene diacetate. This seemed to suggest errors in one or both sets of rate data. The problem has been resolved however, from an examination of the thermodynamics of the acetic anhydride decomposition ... [Pg.403]

The reported Arrhenius parameters (both A and E ) of the a-chloroalkyl ethers are disturbingly low. Even if two internal rotations are restricted in the transition states (allowing for appreciable interaction of the oxygen non-bonding electrons with the carbonium ion center) it is difficult to justify entropies of activation... [Pg.422]

The residence time of material in the rotary kiln is determined based on the kiln slope, the speed of rotation, kiln diameter, and by the presence of any internal restrictions either by design or due to ring formation in operation. The residence time, x expressed in minutes, can be calculated from the formula first given by the U.S. Bureau of Mine ... [Pg.624]

Overall rotational contribution Restricted internal rotational 97.61 113.25 12.47 12.47... [Pg.287]

The usage of the parity-adapted normalized rotation matrix restricts the K to be nonnegative and the basis size is reduced almost by half. if t, R,r,6 K) only depends on three internal coordinates and K, and it is expanded as... [Pg.90]

Engage the restrictive barrier in all three planes. Spinal motion would involve restriction in flexion-extension, side-bending, and rotation. Appendicular restrictions frequently involve flexion-extension, supination-pronation (external-internal rotation), and abduction-adduction. The barrier engagemerrt shoitld not cause distress to the patient. Even though the final effect is greater... [Pg.84]

Cyclodextrins are macrocyclic compounds comprised of D-glucose bonded through 1,4-a-linkages and produced enzymatically from starch. The greek letter which proceeds the name indicates the number of glucose units incorporated in the CD (eg, a = 6, /5 = 7, 7 = 8, etc). Cyclodextrins are toroidal shaped molecules with a relatively hydrophobic internal cavity (Fig. 6). The exterior is relatively hydrophilic because of the presence of the primary and secondary hydroxyls. The primary C-6 hydroxyls are free to rotate and can partially block the CD cavity from one end. The mouth of the opposite end of the CD cavity is encircled by the C-2 and C-3 secondary hydroxyls. The restricted conformational freedom and orientation of these secondary hydroxyls is thought to be responsible for the chiral recognition inherent in these molecules (77). [Pg.64]

Internal rotation in cycloalkanes is restricted by the need to maintain bonding between adjacent ring atoms. Aside from this restriction, though, cycloalkanes obey the same structural rules as alkanes staggered conformations that tninimize steric repulsion are preferred. [Pg.77]

Thus, reduction of the bicyclic derivatives 25 (RR = CH2 RR = CH=C(Ph)) affords the corresponding 26a-type products, while hydrogenation of 2-ethoxy-3-acetylpyridine gives, along with the carbonyl group reduction product, the imine isomer 26b (R = Me, R = Et). These results were explained by the so-called internal strain effect, e.g., by steric repulsion between the nitrogen and oxygen lone pair in rotationally restricted bicyclic derivatives or between the 2 and 3 substituents. [Pg.260]

Solids and liquids also have internal energy. In the case of solids, translational motion is usually very limited and rotational motion is only present in special circumstances the common form of internal energy is usually vibrational. In liquids, all three forms of energy are usually present, although in some instances, some forms of motion may be restricted. [Pg.16]

The general qualitative agreement with experiment provides support for the theory that the potential barriers to internal rotation result from the interaction of adjacent hybrid bond orbitals with a small amount of / character. The magnitude of the potential barriers, about 4 per cent of the energy of the axial bond in case that there are three interacting bonds on each of the two atoms and proportionately less for a smaller number of bonds, is also reasonable. A detailed quantum-mechanical treatment of restricted rotation carried out along the lines sketched here should yield results that would permit a detailed test of the theory to be made in the meantime I believe that the above simple treatment and the extensive empirical support of the theory provide justification for it. [Pg.772]

Twin-screw extruders that contain two internal rotating screws that press material against heated barrel walls and forces the resulting molten mass through a restriction die which aligns the mass in the direction of... [Pg.179]


See other pages where Rotation, internal restricted is mentioned: [Pg.325]    [Pg.35]    [Pg.77]    [Pg.196]    [Pg.177]    [Pg.130]    [Pg.382]    [Pg.493]    [Pg.35]    [Pg.723]    [Pg.325]    [Pg.59]    [Pg.129]    [Pg.7]    [Pg.30]    [Pg.219]    [Pg.255]    [Pg.814]    [Pg.20]    [Pg.279]    [Pg.105]    [Pg.249]    [Pg.73]    [Pg.164]    [Pg.70]    [Pg.326]    [Pg.328]    [Pg.333]    [Pg.334]    [Pg.337]   
See also in sourсe #XX -- [ Pg.119 ]




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Restricted Internal Rotation of Several Symmetric Tops

Restricted Internal Rotation of a Single Symmetric Top

Restricted rotation

Restriction of internal rotation

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