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Forces orientation

The simple collision theory for bimolecular gas phase reactions is usually introduced to students in the early stages of their courses in chemical kinetics. They learn that the discrepancy between the rate constants calculated by use of this model and the experimentally determined values may be interpreted in terms of a steric factor, which is defined to be the ratio of the experimental to the calculated rate constants Despite its inherent limitations, the collision theory introduces the idea that molecular orientation (molecular shape) may play a role in chemical reactivity. We now have experimental evidence that molecular orientation plays a crucial role in many collision processes ranging from photoionization to thermal energy chemical reactions. Usually, processes involve a statistical distribution of orientations, and information about orientation requirements must be inferred from indirect experiments. Over the last 25 years, two methods have been developed for orienting molecules prior to collision (1) orientation by state selection in inhomogeneous electric fields, which will be discussed in this chapter, and (2) bmte force orientation of polar molecules in extremely strong electric fields. Several chemical reactions have been studied with one of the reagents oriented prior to collision. ... [Pg.2]

When the cracks first appear, the propagation rate is small, and the stressed state is preserved until the fracture occurs. Mechanical force orients both the structural units and the macro- and supermolecular formations into directions parallel to the direction of the force. [Pg.84]

In toluene, routes (a) and (b) may be expected the monomer approaches and is added in the isotactic conformation, and this conformation is preserved until the addition of next monomer (after which it cannot change any more). The controlling force, orientating the approaching monomer and maintaining the isotactic conformation, is the Li+ ion. It is not shown in scheme (37) we assume its coordination to the end atom of the growing chain (carbanion) and to the carbonyl of the penultimate unit. [Pg.268]

Figure 13.2 Hydration shells around an aqueous ion. When an ionic compound dissolves in water, ion-dipole forces orient water molecules around the separated ions to form hydration shells. The cation shown here is octahedrally surrounded by six water molecules, which form H bonds with water molecules in the next hydration shell, and those form H bonds with others farther away. Figure 13.2 Hydration shells around an aqueous ion. When an ionic compound dissolves in water, ion-dipole forces orient water molecules around the separated ions to form hydration shells. The cation shown here is octahedrally surrounded by six water molecules, which form H bonds with water molecules in the next hydration shell, and those form H bonds with others farther away.
R. Brooks [42-44] the process of electron transfer for K to oriented t-butyl bromide is found strongly dependent on the orientation. Systems involving metal atoms are traditional favorites of molecular beam studies, particularly of stereodynamics. In recent experiments [45], with brute force oriented ICl, experimental determination was made of the cone of acceptance for reactivity (steric effect) in a "harpooning" reaction, Sr + ICl leading to electroiucally excited products detected via their chemiluminescence... [Pg.247]

A second possible explanation of the sorption phenomenon is the forced orientation or maximum permitted adsorption that results from sorption of 2,4-D only to certain groups of the DMBOA molecules on the clay. If sorption only occurred at the amine group of DMBOA, the surface area of each DMBOA molecule would limit the amount of 2,4-D that could be sorbed. [Pg.132]

Loesch, H.J., Moller, J., Steric effects and vector correlations in reactions of K atoms with brute force oriented aromatic molecules. Faraday Discuss. 1999, 113, 241. [Pg.122]

Streaming Current and Electroviscosity, Fig. 2 Fluid charge distributions, electrostatic field orientations, force orientations, and intensities for positive and negative surface charges... [Pg.3080]

Dispersion forces Induction forces Orientation forces ... [Pg.95]

In translational mechanics, the force F plays the role of energy-per-entity in the capacitive sub-variety of energy (in other words, it belongs to the family of efforts) and the displacement plays the role of capacitive entity number, which is therefore a basic quantity. These are state variables oriented in space and therefore represented by vectors. The spring schematized in the case study abstract works in extension, meaning that forces are oriented from the center of the spring toward the ends, but a spring may also work in compression with forces oriented toward the center. [Pg.169]

In the previous section the distance of closest approach of ions to a planar electrode-electrolyte interface was discussed. In solid-electrolyte systems, this distance is assumed to be approximately the radius of the mobile ion. In the presence of a polar solvent the hydration sheath of the ion and the solvent layer adjacent to the metal are also important. The only forces acting on the interface have been assnmed to be electrostatic in origin. These forces orient the solvent dipoles and detennine the distribution of ions with distance from the interface. [Pg.66]

FIGURE 3.11 (a), (b) AFM phase images of field-force oriented HBC films on a glass substrate with different scan sizes (c) AFM phase image of a non-oriented HBC film on glass (d) Schematic representation of HBC molecules aeating lamellar structures. Reprinted with... [Pg.85]

The Archimedes theorem explains that all bodies immersed in an ideal fluid encounter a vertical thrust force oriented toward the top, called the buoyancy force, and equal as absolute value to the weight of the volume of the fluid displaced. This force is called the buoyancy force, denoted b and expressed in newtons (N). Actually, for a solid material, S, having a volume Vsin m immersed in a fluid (i.e., gas or liquid), F, with a mass density, Pp in kg.m the buoyancy force acting on the solid body can be written as follows ... [Pg.4]

These data show that the dissociation energy of the urethane-type bonds is lower than that of -C-C- bonds from polyethylene or polypropylene. It is also two times lower than the dissociation energy of the bond from the polyamide chain. In this last case, the energetic barrier that must be overtaken in order as a elementary craek to appear is higher due to the supplementary orientation of the amorphous domains of fibres, realised by forced orientation during stretching. [Pg.163]

FigUfG 13.2 Hydration shells around an Na ion. lon-dipole forces orient water molecules around an ion. In the innermost shell here, six water molecules surround the cation octahedrally. [Pg.393]

The dynamics of the particle s relative movement with respect to the fluid is governed by the action of three forces oriented along the radial direction er (i) the centrifugal force Frc applied to the particle s mass, (ii) the pressure force Frp exerted by the fluid flow on the particle, and (iii) the friction force resisting the relative movement of the particle with respect to the fluid. [Pg.378]

Van der Waals forces Orientation finroes (permanent dipole - permanent dipole) Induction forces (permanent dipole - induced dipole) ... [Pg.244]

According to Ludema and Tabor sthe effect of tan 6 on unlubricated sliding for glassy polymers is less evident than those for rubbery polymers. Thus, surface effect (van der Waals or electrostatics ) could be more readily detectable for glassy polymers than for rubbery polymers. Since van der Waals forces consist of dispersion forces, orientation forces, induction forces, and hydrogen bonding, we may then write F3... [Pg.47]

F. Brute force orientation requires cold molecules. Consider a dilute gas of diatomic molecules with a permanent dipole moment /u, in an electrical field E. The interaction energy of an individual molecule witti the field is -fiE cos 9 where 6 is the angle between the dipole and the field. In the ground state the gas is fiilly oriented but the thermal motion allows the occupation of higher-energy states where the dipole does not quite point out in the direction of the field, (a) Using the dimensionless variables jc = cos 9, a = ixE/k T show that... [Pg.424]


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See also in sourсe #XX -- [ Pg.25 ]




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Attractive forces orientational

Brute force orientation

Debye orientation forces

Electrostatic orientation forces

Keesom orientation forces

Orientation of Liquid-Crystals Under Mechanical Force

Orientation-dependent Force Fields

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