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Interaction barrier

The actual interaction barrier is the value of VtotA (r) at the point when the colliding nuclei touch. That is slightly different from Vc(r) at r = Rc, the Coulomb barrier. [Pg.264]

In Figure 10.25, we show another representation of the difference between the various reaction mechanisms in terms of the energy needed to induce the reactions. The energy needed to bring the ions in contact and thus interact, is the interaction barrier, V(Rm). Formally, Bass (1980) has shown the reaction cross section can be expressed in terms of a one-dimensional interaction barrier as ... [Pg.282]

Figure 15.5 Plot of the contours of log10 o-fus (where ct,ms is the. v-wave fusion cross section at the interaction barrier). Figure 15.5 Plot of the contours of log10 o-fus (where ct,ms is the. v-wave fusion cross section at the interaction barrier).
Figure 15.6 Plot of the excitation energy of the completely fused species formed from a given target-projectile combination. Reactions are assumed to take place at the interaction barrier. Figure 15.6 Plot of the excitation energy of the completely fused species formed from a given target-projectile combination. Reactions are assumed to take place at the interaction barrier.
The need for such a promotion of quantum mechanical studies appears the more necessary as there has been during the last 5 years an extremely striking development of what may be called empirical studies in this field. These consist in partitioning the potential energy of the system into several discrete contributions, such as non-bonded and electrostatic interactions, barriers to interna1 rotations, hydrogen bonding, etc., which are then evaluated with the... [Pg.68]

These transmission coefficients are then the probability that the target-projectile collision will penetrate the interaction barrier and produce a nuclear reaction. Thus as i increases, decreases that is, - 1 corresponds to complete absorption and - 0 to pure elastic scattering. [Pg.158]

The Interaction between ascorbic acid and bile pigments, of relevance to the biochemical role of such bilins was determined by a silica gel t.l.c. interacting barrier technique. ... [Pg.167]

When an atom or molecule approaches a surface, it feels an attractive force. The interaction potential between the atom or molecule and the surface, which depends on the distance between the molecule and the surface and on the lateral position above the surface, detemiines the strength of this force. The incoming molecule feels this potential, and upon adsorption becomes trapped near the minimum m the well. Often the molecule has to overcome an activation barrier, before adsorption can occur. [Pg.295]

Wang L-S, Ding C-F, Wang X-B and Nicholas J B 1998 Probing the potential barriers in intramolecular electrostatic interactions in free doubly charged anions Phys. Rev.Lett. at press... [Pg.823]

Kramers solution of the barrier crossing problem [45] is discussed at length in chapter A3.8 dealing with condensed-phase reaction dynamics. As the starting point to derive its simplest version one may use the Langevin equation, a stochastic differential equation for the time evolution of a slow variable, the reaction coordinate r, subject to a rapidly statistically fluctuating force F caused by microscopic solute-solvent interactions under the influence of an external force field generated by the PES F for the reaction... [Pg.848]

RRKM fit to microcanonical rate constants of isolated tran.s-stilbene and the solid curve a fit that uses a reaction barrier height reduced by solute-solvent interaction [46],... [Pg.855]

Figure A3.8.1 A schematic diagram of the PMF along the reaction coordinate for an isomerizing solute in the gas phase (frill curve) and in solution (broken curve). Note the modification of the barrier height, the well positions, and the reaction free energy due to the interaction with the solvent. Figure A3.8.1 A schematic diagram of the PMF along the reaction coordinate for an isomerizing solute in the gas phase (frill curve) and in solution (broken curve). Note the modification of the barrier height, the well positions, and the reaction free energy due to the interaction with the solvent.
An important further consequence of curvature of the interaction region and a late barrier is tliat molecules that fail to dissociate can return to the gas-phase in vibrational states different from the initial, as has been observed experunentally in the H2/CU system [53, ]. To undergo vibrational (de-)excitation, the molecules must round the elbow part way, but fail to go over the barrier, eitlier because it is too high, or because the combination of vibrational and translational motions is such that the molecule moves across rather than over the barrier. Such vibrational excitation and de-excitation constrains the PES in that we require the elbow to have high curvature. Dissociation is not necessary, however, for as we have pointed out, vibrational excitation is observed in the scattering of NO from Ag(l 11) [55]. [Pg.909]

While the spatial resolution in classical microscopy is limited to approximately X/2, where X is the optical wavelength (tlie so-called Abbe Limit [194], -0.2 pm with visible light), SNOM breaks through this barrier by monitoring the evanescent waves (of high spatial frequency) which arise following interaction with an... [Pg.1715]

Fig. 4. Radial distribution functions between the centre of a test cavity and the (jxygen atom of the surrounding water. The curves correspond to the different barrier heights for the softcore interaction illustrated in Fig. 3... Fig. 4. Radial distribution functions between the centre of a test cavity and the (jxygen atom of the surrounding water. The curves correspond to the different barrier heights for the softcore interaction illustrated in Fig. 3...
Further simulations have been performed. In contrast to what was observed for bis-cyclopentadienyl metallocenes, mono-cyclopentadienyl systems did reveal a significant barrier to insertion [lOj. However, for all these systems it turned out that insertion only proceeded after the formation of a relatively stable agostic interaction, an observation that clearly supports the Brookhart-Green mechanism. [Pg.436]


See other pages where Interaction barrier is mentioned: [Pg.309]    [Pg.21]    [Pg.282]    [Pg.592]    [Pg.216]    [Pg.21]    [Pg.827]    [Pg.827]    [Pg.306]    [Pg.7]    [Pg.769]    [Pg.769]    [Pg.309]    [Pg.21]    [Pg.282]    [Pg.592]    [Pg.216]    [Pg.21]    [Pg.827]    [Pg.827]    [Pg.306]    [Pg.7]    [Pg.769]    [Pg.769]    [Pg.96]    [Pg.1023]    [Pg.242]    [Pg.171]    [Pg.820]    [Pg.830]    [Pg.854]    [Pg.883]    [Pg.908]    [Pg.909]    [Pg.2222]    [Pg.2226]    [Pg.2644]    [Pg.2655]    [Pg.2806]    [Pg.2977]    [Pg.2989]    [Pg.109]    [Pg.155]    [Pg.160]    [Pg.312]   
See also in sourсe #XX -- [ Pg.264 , Pg.282 ]

See also in sourсe #XX -- [ Pg.158 ]




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