"Front Matter". In: Organosilanes in Radical Chemistry - Index of

"Front Matter". In: Organosilanes in Radical Chemistry - Index of "Front Matter". In: Organosilanes in Radical Chemistry - Index of

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Oxygen-Centred Radicals 41 in determining the t-BuO: radical–silane reactivity. The trends outlined above can be entirely attributed to more favorable thermodynamic factors along the series. 3.3.2 PEROXYL RADICALS The kinetics for the reaction of cumylperoxyl radical with a variety of silanes (Reaction 3.15) have been measured by using inhibited hydrocarbon oxidation methodology (Table 3.4) [29]. The trends in reactivity for the cumylperoxyl radical are similar to those observed for t-BuO: radical, although the reactions are about seven orders of magnitude slower. The rate constants increase along the two series PhSi(H)Me2 < Ph2Si(H)Me < Ph3SiH and PhSiH3 < Ph2SiH2 < Ph3SiH, when the statistical number of abstracted hydrogens is taken into account. Furthermore, the rate constants increase about 7 and 660 times on going from t-BuMe2SiH to Ph3SiH and (Me3Si) 3SiH, respectively. PhMe2COO: þ R3SiH !PhMe2COOH þ R3Si: (3:15) The similar reactivity of peroxyl with (CF3) 2NO: radicals towards a large variety of substrates has been observed previously and attributed to rather similar thermochemistries and spin density distributions for these two radicals [30]. The Arrhenius parameters for the reaction of the persistent (CF3) 2NO: radical with n-Bu3SiH determined by kinetic EPR spectroscopy are log A=M 1 s 1 ¼ 5:5 and Ea ¼ 32:2 kJ/mol, which corresponds to k ¼ 4:3M 1 s 1 at 73 8C [31]. 3.3.3 ARYLOXYL AND AROYLOXYL RADICALS The Arrhenius parameters for the reaction of persistent aryloxyl radical 25 with (Me3Si) 3SiH (Reaction 3.16) were measured spectrophotometrically and found to be log A=M 1 s 1 ¼ 4:3 and Ea ¼ 43:8 kJ/mol [22]. A rate constant of 4:8 10 4 M 1 s 1 can be calculated at 25 8C. It has been suggested that the low preexponential factor is due to geometric constraints on the transition state. Me 3 C CMe 3 CMe 3 25 O + (Me3Si) 3SiH Me 3 C CMe 3 CMe 3 OH + (Me3Si) 3Si (3.16)

42 Hydrogen Donor Abilities of Silicon Hydrides Absolute rate constants for the reaction of Et3SiH with aroyloxyl radicals 26 (Reaction 3.17) were measured by laser flash photolysis and were found to be in the range of (3:8–7:4) 10 6 M 1 s 1 at 24 8C [32]. The rate constants of t-BuO: and PhC(O)O: radicals with Et3SiH are identical within experimental error. Furthermore, the rate constants were correlated by the Hammett equation using s þ substituent constants, and a r value of þ0:68 was obtained. X O O 26 X = H, Me, Cl, OMe + Et 3SiH 3.4 SULFUR-CENTRED RADICALS X O OH + Et 3 Si (3.17) The reaction of thiyl radicals with silicon hydrides (Reaction 3.18) is the key step of the so called polarity-reversal catalysis in the radical-chain reduction of alkyl halides as well as in the hydrosilylation of olefins using silane–thiol couple (see Sections 4.5 and 5.1) [33]. The reaction is strongly endothermic and reversible (Reaction 3.18). RS: þ R3SiHÐ kSH RSH þ R3Si: (3:18= 3:18) kSiH The rate constants kSH and kSiH were determined in cyclohexane at 60 8C relative to 2kt for the self-termination of the thiyl radicals, using the kinetic analysis of the thiol-catalysed reduction of 1-bromooctane and 1-chlorooctane by silane, respectively [34]. The kSH values are collected in Table 3.5 (third column) the lowest value being 3:2 10 4 M 1 s 1 for the reaction of 1-adamantanethiyl radical (1-AdS:) withEt3SiH. The reverse rate constants (kSiH) were obtained for the reaction of Et3Si: with 1-AdSH and (t-BuO) 3SiSH and found to be 5 10 7 M 1 s 1 for both of them. The equilibrium constants Keq ¼ kSH=kSiH are 6:2 10 4 and 2:6 10 3 and hence DGr are þ20:4 and þ16:5 kJ/mol, respectively. Unfortunately, DSr is unknown, which would have allowed one to determine DHr, i.e., the difference in bond dissociation enthalpies of the corresponding silane and thiol in solution. The difference of the simpler silane and thiol, DH(Me3Si w H) and DH(MeS w H), in the gas phase corresponds to DHr ¼þ31:9 kJ/mol (cf. Chapter 2). Rate constants for the reaction of thiyl radicals with the t-BuMePhSiH were also extracted from the kinetic analysis of the thiol-catalysed radical-chain racemization of enantiomerically pure (S)-isomer [34]. Scheme 3.2 shows the reaction mechanism that involves the rapid inversion of silyl radicals together with reactions of interest. The values in cyclohexane solvent at 60 8C are collected in the last column of Table 3.5.

42 Hydrogen Donor Abilities <strong>of</strong> Silicon Hydrides<br />

Absolute rate constants for the reaction <strong>of</strong> Et3SiH with aroyloxyl radicals 26<br />

(Reaction 3.17) were measured by laser flash photolysis and were found to be <strong>in</strong><br />

the range <strong>of</strong> (3:8–7:4) 10 6 M 1 s 1 at 24 8C [32]. The rate constants <strong>of</strong> t-BuO:<br />

and PhC(O)O: radicals with Et3SiH are identical with<strong>in</strong> experimental error.<br />

Furthermore, the rate constants were correlated by the Hammett equation<br />

us<strong>in</strong>g s þ substituent constants, and a r value <strong>of</strong> þ0:68 was obta<strong>in</strong>ed.<br />

X<br />

O<br />

O<br />

26<br />

X = H, Me, Cl, OMe<br />

+<br />

Et 3SiH<br />

3.4 SULFUR-CENTRED RADICALS<br />

X<br />

O<br />

OH<br />

+<br />

Et 3 Si<br />

(3.17)<br />

The reaction <strong>of</strong> thiyl radicals with silicon hydrides (Reaction 3.18) is the key<br />

step <strong>of</strong> the so called polarity-reversal catalysis <strong>in</strong> the radical-cha<strong>in</strong> reduction <strong>of</strong><br />

alkyl halides as well as <strong>in</strong> the hydrosilylation <strong>of</strong> olef<strong>in</strong>s us<strong>in</strong>g silane–thiol couple<br />

(see Sections 4.5 and 5.1) [33]. The reaction is strongly endothermic and reversible<br />

(Reaction 3.18).<br />

RS: þ R3SiHÐ kSH<br />

RSH þ R3Si: (3:18= 3:18)<br />

kSiH<br />

The rate constants kSH and kSiH were determ<strong>in</strong>ed <strong>in</strong> cyclohexane at 60 8C<br />

relative to 2kt for the self-term<strong>in</strong>ation <strong>of</strong> the thiyl radicals, us<strong>in</strong>g the k<strong>in</strong>etic<br />

analysis <strong>of</strong> the thiol-catalysed reduction <strong>of</strong> 1-bromooctane and 1-chlorooctane<br />

by silane, respectively [34]. The kSH values are collected <strong>in</strong> Table 3.5 (third<br />

column) the lowest value be<strong>in</strong>g 3:2 10 4 M 1 s 1 for the reaction <strong>of</strong> 1-adamantanethiyl<br />

radical (1-AdS:) withEt3SiH. The reverse rate constants (kSiH) were<br />

obta<strong>in</strong>ed for the reaction <strong>of</strong> Et3Si: with 1-AdSH and (t-BuO) 3SiSH and found to<br />

be 5 10 7 M 1 s 1 for both <strong>of</strong> them. The equilibrium constants Keq ¼ kSH=kSiH<br />

are 6:2 10 4 and 2:6 10 3 and hence DGr are þ20:4 and þ16:5 kJ/mol,<br />

respectively. Unfortunately, DSr is unknown, which would have allowed one to<br />

determ<strong>in</strong>e DHr, i.e., the difference <strong>in</strong> bond dissociation enthalpies <strong>of</strong> the correspond<strong>in</strong>g<br />

silane and thiol <strong>in</strong> solution. The difference <strong>of</strong> the simpler silane and<br />

thiol, DH(Me3Si w H) and DH(MeS w H), <strong>in</strong> the gas phase corresponds to<br />

DHr ¼þ31:9 kJ/mol (cf. Chapter 2).<br />

Rate constants for the reaction <strong>of</strong> thiyl radicals with the t-BuMePhSiH were<br />

also extracted from the k<strong>in</strong>etic analysis <strong>of</strong> the thiol-catalysed radical-cha<strong>in</strong><br />

racemization <strong>of</strong> enantiomerically pure (S)-isomer [34]. Scheme 3.2 shows the<br />

reaction mechanism that <strong>in</strong>volves the rapid <strong>in</strong>version <strong>of</strong> silyl radicals together<br />

with reactions <strong>of</strong> <strong>in</strong>terest. The values <strong>in</strong> cyclohexane solvent at 60 8C are<br />

collected <strong>in</strong> the last column <strong>of</strong> Table 3.5.

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