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Classical initiators

A route to processible polyacetylene, devised initially using classical initiators (Scheme 1i) 576-578 has been developed using well-defined molybdenum initiators to prepare conjugated polymers.579-585 They have also been employed to prepare polyacetylene via the polymerization of cyclooctate-traene, COT,586 and by the isomerization of poly(benzvalene).587 588 Substituted, and hence soluble, polyacetylene derivatives may be synthesized by polymerizing monosubstituted COT substrates.589-591... [Pg.32]

In contrast to classic initiating systems, other less known processes have been used successfully in telomerisation of fluoroalkenes these systems involve hypofluorites, hypobromites, or concern ionic (anionic and cationic) or unusual telomerisations depicted below. [Pg.175]

Let us consider first the in vacuo cases. Dynamical aspects of the reaction in vacuo may be recovered by resorting to calculations of semiclassical trajectories. A cluster of independent representative points, with accurately selected classical initial conditions, are allowed to perform trajectories according to classical mechanics. The reaction path, which is a static semiclassical concept (the best path for a representative point with infinitely slow motion), is replaced by descriptions of the density of trajectories. A widely employed approach to obtain dynamical information (reaction rate coefficients) is based on modern versions of the Transition State Theory (TST) whose original formulation dates back to 1935. Much work has been done to extend and refine the original TST. [Pg.24]

We repeated this grafting reaction [100] by photochemical initiation and we showed that if the addition onto the 1,2 double bands was favored, the fluorinated thiols could be grafted onto all double bands of PBHT and diols with a fluorine amount of 55% could be obtained. Moreover, this study shows an improvement of the dispersion (observed in G.P.C.) when the grafting was realized by photochemical initiation in comparison to that realized by classical initiators. [Pg.128]

Furthermore, different methods of initiation are interesting with classical initiators [164, 167, 168], also with mercury or manganese [165] and by electrochemistry [166, 170]. [Pg.158]

From ruthenium allenylidene complexes, nucleophilic addition at the less hindered Cy represents the most classical initial step leading to catalytic transformations. [Pg.126]

Ionizing radiation is an alternative way (compared to classical initiation methods) to synthesize microgels. In general two different approaches can be used ... [Pg.105]

For the specific physical case, we conclude that a hard-sphere solvent provides a less successful model of hydrophobicity relative to the other models considered here. Even though that hard-sphere system might he a classic initial model in the theory of liquids, specific physical conclusions on that basis should not be accepted uncritically. [Pg.185]

A limited number of attempts have been made to set up a general mechanistic scheme describing cationic systems in terms of fundamental reactions, in a similar manner to that used in free radical polymerizations, and to derive generally applicable kinetic equations [3—4]. Because of the individuality of each cationic system, however, this approach has met with little success, and there has been a greater tendency towards treating each polymerization in isolation for detailed kinetic analysis. It is possible, however, to postulate at least token schemes which can be used as a guide. After the pre-initiation equilibria, polymerization can be considered in terms of classical initiation, propagation, transfer and termination reactions, i.e. for vinyl monomers... [Pg.71]

Using the quantum-classical formulations presented above, transport coefficients can be calculated by sampling from quantum initial states or, more approximately, from quantum-classical initial states combined with quantum-classical dynamics of observables. Quantum-classical dynamics can be simulated in terms of ensembles of surface-hopping trajectories. [Pg.548]

The generalized definition of PAB was proposed on the basis of the Cauchy-Schwarz inequality without any assumptions concerning properties of the fields. Whereas the standard definitions come from the Cauchy-Schwarz inequality under stationary-field condition. Thus, PAB according to the generalized definition cannot occur for classical fields. However, as we have shown in the parametric frequency converter with classical initial conditions, the classical nonstationary fields possibly exhibit PAB artifacts according to the standard definitions without violating any classical inequalities. [Pg.527]

The problem for T is a classical initial-value problem. If we seek a solution in the form... [Pg.165]

Many other experimental findings in the field of experimental cancers cannot be satisfactorily interpreted in the frame of the classic initiation-promotion paradigm. Only two examples of such problems are given here ... [Pg.212]

Some of the limitations of the ATRP system, such as the use of toxic halide species as initiators and the sensitivity of the metal halides to air and/or moisture are being addressed. Jerome and Teyssie reported on the use of an alternative ATRP process in which a classical initiator, such as AIBN, rather than an alkyl halide, is used in the presence of FeCb and triphenylphosphine to initiate the ATRP process... [Pg.483]

By simulation with such a new approach for kinetic analysis of enzyme-coupled reaction curve recorded at 1-s intervals, the upper limit of linear response for measuring ALT initial rates is increased to about five times that by the classical initial rate method. This new approach is resistant to reasonable variations in data range for analysis. By experimentation using the sampling intervals of 10 s, the upper limit is about three times that by the classical initial rate method. Therefore, this new approach for kinetic analysis of enzyme-coupled reaction curve is advantageous, and can potentially be a universal approach for kinetic analysis of reaction curve of any system of much complicated kinetics. [Pg.165]

The integration of kinetic analysis of reaction curve using proper integrated rate equations with the classical initial rate method gives an integration strategy to measure enzyme initial... [Pg.165]

After the integration strategy for enzyme initial rate assay is validated, a switch point should be determined for changing from the classical initial rate method to kinetic analysis of reaction curve. The estimation of Vm by kinetic analysis of reaction curve usually prefers substrate consumption percentages reasonably high. Therefore, the substrate consumption percentage that gives an enzyme activity from 90% to 100% of the upper limit of linear response by the classical initial rate method can be used as the switch point. [Pg.167]

Taken together, for measuring initial rates of enzyme acting on single substrate by the integration strategy based on NLSF and data transformation, there are the following basic steps different from those by the classical initial rate method. The first is to work out the... [Pg.167]

As for enzyme-coupled reaction system, initial rate itself is estimated by kinetic analysis of reaction curve based on numerical integration and NLSF of calculated reaction curves to a reaction curve of interest. Consequently, neither the conversion of indexes nor the optimization of parameters for such conversion is required and the integration strategy can be realized easily. By kinetic analysis of enzyme-coupled reaction curve, there still should be a minimum number of the effective data and a minimum substrate consumption percentage in the effective data for analysis these prerequisites lead to unsatisfactory lower limits of linear response for favourable analysis efficiency (the use of reaction duration within 5.0 min). The classical initial rate method is effective to enzyme-coupled reaction systems when activities of the enzyme of interest are not too high. Therefore, this new approach for kinetic analysis of enzyme-coupled reaction curve can be integrated with the classical initial rate method to quantify enzyme initial rates potentially for wider linear ranges. [Pg.168]


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See also in sourсe #XX -- [ Pg.46 , Pg.465 , Pg.479 ]




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