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Matrices reactions

In our own preliminary studies [86] on parallel procedures under microwave-enhanced conditions, we have used the Radley s RDT 24 place PTFE carousel reaction station on the turntable of the Matsui M 169BT microwave oven. In this way, we have studied the catalytic activity of RhCl3 and Pd(OAc)2 towards the reduction or dehalo-genation of 4-bromocinnamic acid and structurally similar compounds. A nine-reaction matrix was used under microwave-enhanced conditions as illustrated in Scheme 13.9 - greatly reduced reaction times and easy optimization of reaction conditions are immediate benefits. As robotics come to play an increasingly important role in chemistry, one can immediately see more sophisticated labeling experiments being undertaken. [Pg.451]

According to the theory of constitutional chemistry, a chemical reaction is interpreted as a redistribution of the valence electrons i.e., as the transformation of an EM into an isomeric EM (in which both the atomic cores and the valence electrons are preserved). The difference between the final E (End) and the initial B (Begining) BE-matrices is called the R-matrix (Reaction matrix) ... [Pg.434]

Determining the kinetics and mechanisms of intercalation reactions is not trivial. Quenching studies (in which an aliquot of the reaction suspension is removed and the sohd product recovered through filtration) have frequently proved to be unreliable. The material isolated is often atypical of the reaction matrix as a whole, having been affected by the quenching process. Therefore, it is desirable to use a non-invasive probe to observe the reaction in situ, in real time. This allows the extraction of both qualitative and quantitative information on the kinetics of a process and the exact steps lying on the reaction pathway. A variety of techniques have previously been applied to monitor re-... [Pg.162]

Various databases can also be output by the interpreter, e.g. lists of element and species names, text files for labeling printed and plotted output, and a symbolic reaction matrix. This information is distributed to individual ASCII files, from which they may be read by subsequent parts of the simulation package for use in the appropriate task. [Pg.123]

An approach to multiplexing analysis was presented by Min et al. [23], who de-velopped a SAMDI-based assay scheme to screen for the activity of different kinases. In this assay scheme, peptide substrates were used that are specific for one type of kinase. A mixture of four substrates was immobilized on the SAM. After incubation with an appropriate kinase, the target surface was rinsed, thus stopping the reaction. Matrix was deposited on the surface and MALDI-MS analysis was carried out (Fig. 8.13). By monitoring the signal intensities for the substrates... [Pg.297]

In 1985, Aronovitch and Mazur [28] reported that irradiation of several organic molecules absorbed on a heterogeneous reaction matrix (silica gel, neutral, acidic, or basic alumina, and Florisil) with 350 nm light in the presence of oxygen re-... [Pg.290]

Degradation none none possible photodegradation matrix reactions matrix reactions some thermal degradation... [Pg.684]

Another important consequence of the constant rate of release diffusion model is that it mimics many of the features that have commonly been attributed to surface reaction (matrix dissolution) control. If one were to account for changes in surface area over time, the predicted long-term dissolution rate due to surface reaction control would also yield constant element release. In surface reaction controlled models, the invariant release rate with respect to time is considered to be the natural consequence of the system achieving steady-state conditions. Other features of experiments commonly cited as evidence for surface reaction control, such as relatively high experimental activation energies (60-70 kJ/ mol), could be explained as easily by the diffusion-control model. These findings show how similar the observations are between proponents of the two models it is only the interpretation of the mechanism that differs. [Pg.581]

Equation (1.76) expresses the fundamental relation between the atom matrix and the reaction matrix of a closed system. The matrices A and , however, result in the same stoichiometric subspace if and only if the subspace defined by (1.73) and the one defined by (1.74) are of the same dimension, in addition to the relation (1.76). I4e denote the dimension of the stoichiometric subspace by f also called the stoichiometric number of freedom. If the reaction matrix is known, then f = rank(B),... [Pg.48]

Reported relative rates ( hs/ hp,) are quite varied. As shown in Fig. 11, this ratio has been estimated to be from 1.5 (55) to as little as 0.13 (25) for some multiaromatic thiophene derivatives. Phenylnaphthalene was also reported to have a very different preference for the position of naphthalene ring hydrogenation in independent studies as compared to being an intermediate in the reaction matrix (56, 57). [Pg.378]

It should be noted that, by measuring reaction spectra for the purpose of estimating reaction-model parameters (such as rate constants or activation energies), a new set of unknown parameters is introduced, i.e. the spectral absorbances of the pure chemical components involved in the reaction (matrix ). [Pg.210]

This leads to a system of integral equations for the of-shell reaction matrix K ... [Pg.288]

The methods of determination of the reaction matrix [AT] are considered in Refs. 167, 181, 183, 184 and 186. Another important matrix parameter entering into the linearized film mass transport equation is the multicomponent diffusion matrix /). The latter results from the transformation of the Maxwell-Stefan Eqs. (1) to the form of the generalized Fick s law (83). Matrix [D] is generally a function of... [Pg.380]

In a long series of papers on the master equation, Pritchard and his coworkers elucidated for the first time the effects of rotational and vibrational disequilibrium on the dissociation and recombination of a dilute diatomic gas. Ultrasonic dispersion in a diatomic gas was analyzed by similar computational experiments, and the first example of the breakdown of the linear mixture rule in chemical kinetics was demonstrated. A major difficulty in these calculations is that the eigenvalue of the reaction matrix (corresponding to the rate constant) differs from the zero eigenvalue (required by species conservation) by less than... [Pg.267]


See other pages where Matrices reactions is mentioned: [Pg.124]    [Pg.335]    [Pg.61]    [Pg.436]    [Pg.7]    [Pg.161]    [Pg.165]    [Pg.167]    [Pg.85]    [Pg.47]    [Pg.48]    [Pg.48]    [Pg.49]    [Pg.50]    [Pg.50]    [Pg.386]    [Pg.451]    [Pg.703]    [Pg.703]    [Pg.704]    [Pg.305]    [Pg.407]    [Pg.430]    [Pg.288]    [Pg.289]    [Pg.363]    [Pg.344]   
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Biochemical reactions matrix equations

Catalysts matrix reaction systems

Charge transfer reaction from matrix

Chemical source term reaction coefficient matrix

Conservation matrices chemical reactions

Examples for Jacobi matrices (thermal reactions)

Fitting Reaction Matrices

Fluid matrix technique reactions

Inorganic matrices hydrolysis reactions

Matrix Formulation of Reaction Rates

Matrix co-condensation reaction

Matrix isolation in detection of reaction intermediates

Matrix isolation oxygen reactions

Matrix stoichiometric reaction coefficients

Matrix synthon-reaction

Multiple reaction monitoring matrix effects

Pathway matrix, biochemical reactions

Polycondensation reactions using polymer matrices

Polymer matrices, reaction cavities with

Pyrolysis reactions, matrix isolation

Reaction graph matrix

Reaction mapping sensitivity matrix

Reaction modeling water matrix

Reaction products, matrix isolation

Reaction, chain, copolymer matrix

Reactions in Polymers and Other Matrices

Reactions of Excited Metal Complexes in Solid Matrices and Liquid Solutions

Restricted Reaction Matrices

Shell Reaction Matrices

Thermal matrix reactions

Trapping reactions, matrix isolation

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