Reactive potential

The vibrationally excited states of H2-OH have enough energy to decay either to H2 and OH or to cross the barrier to reaction. Time-dependent experiments have been carried out to monitor the non-reactive decay (to H2 + OH), which occurs on a timescale of microseconds for H2-OH but nanoseconds for D2-OH [52, 58]. Analogous experiments have also been carried out for complexes in which the H2 vibration is excited [59]. The reactive decay products have not yet been detected, but it is probably only a matter of time. Even if it proves impossible for H2-OH, there are plenty of other pre-reactive complexes that can be produced. There is little doubt that the spectroscopy of such species will be a rich source of infonnation on reactive potential energy surfaces in the fairly near future. [Pg.2451]

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]

To create a setting favorable for the formation of the E-ring of ginkgolide B, it is first necessary to modify the reactivity potential of ring F in 23. Exposure of a solution of 23 in methylene chloride to 1,3-propanedithiol and titanium(iv) chloride at 0°C results in the formation of dithiane 24 in quantitative yield. Oxidation of the primary alcohol with PDC in the presence of acetic acid gives aldehyde 25 in a yield of 75 %. [Pg.459]

Figure 5. Reaction probabilities for a given instance of the noise as a function of the total integration time Tint for different values of the anharmonic coupling constant k. The solid lines represent the forward and backward reaction probabilities calculated using the moving dividing surface and the dashed lines correspond to the results obtained from the standard fixed dividing surface. In the top panel the dotted lines display the analytic estimates provided by Eq. (52). The results were obtained from 15,000 barrier ensemble trajectories subject to the same noise sequence evolved on the reactive potential (48) with barrier frequency to, = 0.75, transverse frequency co-y = 1.5, a damping constant y = 0.2, and temperature k%T = 1. (From Ref. 39.)...

Iannuzzi, M. Laio, A. Parrinello, M., Efficient exploration of reactive potential energy surfaces using Car-Parrinello molecular dynamics, Phys. Rev. Lett. 2003, 90, 238302-238304... [Pg.168]

Inherently Safer. If you can eliminate the use of reactive materials, substitute materials with less reactivity potential, reduce inventories of materials, and/or reduce the severity of operating conditions, then you will be moving in the direction of an inherently safer operation. Be very careful that one hazard is not just substituted for another when making these kinds of changes. [Pg.208]

Interestingly, we have demonstrated a synergistic effect of TNFa and HDAC inhibitor on reactivation of HIV-1 expression in the latently infected U1 cell line (Quivy et al, 2002). Mechanistically, we have demonstrated that HDAC inhibitor prolongs TNFa-induced NF-kB binding to DNA (Quivy et al, 2002 Adam et al, 2003). It is important to note that an array of cytokines, including the proin-flammatory cytokines TNFa and interleukin-1 (inducers of NF-kB), are already copiously expressed in the microenvironment of the lymphoid tissues, which harbor latent viral reservoirs (Navikas et al, 1995) and could therefore, amplify the reactivation potential of HDAC inhibitors used in patients. [Pg.389]

Potentially Virus-Reactive Potentially Leuk.-Reactive... [Pg.246]

An approach that makes it possible to study directly the transition-state dynamics of charge transfer (CT) reactions was recently reported by our group. The entire system is prepared on a reactive potential energy sur-... [Pg.33]

Dow s Fire and Explosion Risk Analysis Program provides a step-by-step, objective evaluation of the realistic fire, explosion, and reactivity potential of process equipment and its contents. The procedure allows calculation of the damage that would probably result from, and the areas which could be exposed to, fire or explosion generated in the process unit being evaluated. Management can then decide unit spacing needed to protect people from injury and to keep potential property and equipment damage to acceptable levels. [Pg.285]

As in the MD method, PES for KMC can be derived from first-principles methods or using empirical energy functionals described above. However, the KMC method requires the accurate evaluation of the PES not only near the local minima, but also for transition regions between them. The corresponding empirical potentials are called reactive, since they can be used to calculate parameters of chemical reactions. The development of reactive potentials is quite a difficult problem, since chemical reactions usually include the breaking or formation of new bonds and a reconfiguration of the electronic structure. At present, a few types of reactive empirical potentials can semi-quantitatively reproduce the results of first-principles calculations these are EAM and MEAM potentials for metals and bond-order potentials (Tersoff and Brenner) for covalent semiconductors and organics. [Pg.485]

The development of multiscale simulation techniques that involve the atomistic modeling of various structures and processes still remains at its early stage. There are many problems to be solved associated with more accurate and detailed description of these structures and processes. These problems include the development of efficient and fast methods for quantum calculations at the atomistic level, the development of transferable interatomic potentials (especially, reactive potentials) for molecular dynamic simulations, and the development of strategies for the application of multiscale simulation methods to other important processes and materials (optical, magnetic, sensing, etc.). [Pg.516]

A.5. OBSERVATION OF THE REACTIVE POTENTIAL ENERGY SURFACE OF THE Ca-HX SYSTEM THROUGH VAN DER WAALS EXCITATION... [Pg.112]

Ianuzzi M, Laio A, Parrinello M, Efficient Exploration of Reactive Potential Energy Surfaces Using Car-Parrinello Molecular Dynamics, Phys Rev Lett, 90, 238302 (2003)... [Pg.270]

Stuart SJ, Tutein AB, Harrison JA (2000) A reactive potential for hydrocarbons with intermolecular interactions. J. Chem. Phys. 112 6472-6486... [Pg.485]

Future directions in the development of polarizable models and simulation algorithms are sure to include the combination of classical or semiempir-ical polarizable models with fully quantum mechanical simulations, and with empirical reactive potentials. The increasingly frequent application of Car-Parrinello ab initio simulations methods " may also influence the development of potential models by providing additional data for the validation of models, perhaps most importantly in terms of the importance of various interactions (e.g., polarizability, charge transfer, partially covalent hydrogen bonds, lone-pair-type interactions). It is also likely that we will see continued work toward better coupling of charge-transfer models (i.e., EE and semiem-pirical models) with purely local models of polarization (polarizable dipole and shell models). [Pg.134]

Harding, L. B. Klippenstein, S. J. Jasper, A. W. Ab initio methods for reactive potential surfaces, Phys. Chem. Chem. Phys. 2007, 9,4055-4070. [Pg.567]

The three configmations of the reactants, products and transition state have to be mapped onto the RMD algorithm. Existing non-reactive potentials of and are used to... [Pg.178]

This has the form of a double-well oscillator coupled to a transverse harmonic mode. The adiabatic approximation was discussed in great detail from a number of quantum-mechanical calculations, and it was shown how the two-dimensional problem could be reduced to a one-dimensional model with an effective potential where the barrier top is lowered and a third well is created at the center as more energy is pumped into the transverse mode. From this change in the reactive potential follows a marked increase in the reaction rate. Classical trajectory calculations were also performed to identify certain specifically quanta effects. For the higher energies, both classical and quantum calculations give parallel results. [Pg.402]

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