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Radical self-termination

The above equation is valid provided the rate of alkyl radicals self-termination is neglected, which is well possible when the polymer contains a sufficiently high level of oxygen. [Pg.477]

T Depends on rate constants for radical self-termination reactions. g Rate constants for reaction of Bu3SnD. [Pg.93]

A discussion of these results led in 1985 to another independent formulation of the correct interpretation by Ingold. Nitrous oxide and the demethylated co-balamine are persistent and will increase in concentration because the transient radicals self-terminate, and the excess persistent species will then scavenge the transient ones. [Pg.280]

Despite their short lifetimes, they undergo efficient bimolecular physical and chemical interactions in solution with each other and with a host of other suitable quenchers or reactants. Consequences of these interactions form a large part of photochemistry (1). This work reviews the fastest of these processes, namely those that are diffiision-controlled with an emphasis on the influence of electronic spin of encounter partners on the outcome of the interactions in solution. Specific topics considered will include the quenching of electronically excited molecules by ground state O2, triplet-triplet excitation transfer, radical self-termination reactions, and triplet-triplet annihilation. [Pg.2]

For either limiting case, ZJq/T and fcdiffusion-controlled reactions of electronically excited molecules (5) and for radical self-termination reactions (6), especially when high-molecular-weight alkanes or alcohols are employed as solvents. But even in such cases, rate constants for reactions considered to be diffusion-controlled mirror the behavior of empirical diffusion coefficients, which, if not known, can be calculated from available empirical or semiempirical formulas (6). [Pg.3]

Radical self-termination is the reaction of two identical free radicals, R, with each other. For simple alkyl radicals with -hydrogens two highly exothermic reaction channels are available disproportionation to alkane R(+H) and alkene R(-H) by transfer of the p-hydrogen atom and combination to dimer alkane R-R ... [Pg.39]

We start with the extensive and rigorous study of Schuh and Fischer on r-butyl radical self-termination (6). Earlier work on this reaction, reviewed in Ref. 6, had yielded k values in the 10 -10 ° s range with poor agreement among... [Pg.39]

Figure 7. 2k, vs. T/t for f-butyl radical self-termination in ( ) n-heptane, (O) n-octane, ( ) n-decane, and ( ) n-hexadecane. The dashed line is based on Eqs. 9 and 61. From Ref. 6 with permission of Helvetica Chimica Acta. [Pg.43]

Free Radical Self-Termination. The cage efficiencies and activation parameters for the phenylthiyl collisional cage pair provide the basis for illustrating some of the important features of equations (3)-(5) and for predicting the observed rates of self-termination of phenylthiyl free radicals. Application of the SW procedure to the completely diffusion controlled step of Scheme 1 (kj) ) for phenylthiyl free radicals in cis-decalin can be expressed by the transition state equation with a AH d of 3448 cal/mole and a AS d of -4.3 cal/mole-K. The corresponding activation enthalpy (AH d) from the Stokes-Einstein-Schmoluchowski relationship is 3685 cal/mole for cis-decalin) so that the a of equation (8) is 0.94. The micro-frictional multiplier (mf, equation 8 above), which is incorporated into the SW activation entropy (AS j)), is 2.4. The SW activation entropy for a truly diffusion controlled self-termination of phenylthiyl free radicals (2k obs -2kj), - 1 at... [Pg.121]

The free radical trapping reaction (kxf) of Scheme 3 involves a collisionally formed cage pair (where the trapping agent (T) and the alkyl (R ) radical are the chemically reactive components) which is formally identical to that for free radical self-termination discussed above. Scheme 4 provides this... [Pg.122]

If the Fxc(T) values are not so near 0 (or 1), then the composite mechanism curvature problem arises. As in the free radical self-termination case discussed above, it is necessary to introduce the apparent activation parameters that are obtained from the standard ln(k/T) versus 1/T treatment of the observed rate constants (kjfobs). These activation parameters must be kept distinct from those of equations (13) and (14) above. The apparent activation enthalpy (AH xf PP) an approximation to kjfobs... [Pg.124]


See other pages where Radical self-termination is mentioned: [Pg.138]    [Pg.38]    [Pg.39]    [Pg.46]    [Pg.51]    [Pg.53]    [Pg.54]    [Pg.60]    [Pg.115]    [Pg.126]    [Pg.127]   
See also in sourсe #XX -- [ Pg.38 ]




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Cascade Reactions Initiated by Addition of O-Centered Radicals to Alkynes (Self-Terminating Radical Oxygenations)

Free radical self-termination

Radical termination

Radicals terminators

Self-terminating

Self-terminating radical reactions

Self-terminating radical reactions cyclizations

Self-terminating radical reactions oxygenations

Self-termination

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