.
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Table 2: Second-order rate constants k2 and k2’ for the reactions of the
reference electrophiles 4 with the primary, secondary, and tertiary amine
functions of the hydrazines 1–3 in acetonitrile at 208C.
Hydrazine
Electrophile[a]
k2 [mꢁ1 sꢁ1
]
k2’ [mꢁ1 sꢁ1
]
4b
4c
4d
4e
4e
4g
4h
4i
2.23ꢂ102[b]
3.41ꢂ103[c]
8.74ꢂ103[b]
2.04ꢂ104[b]
2.14ꢂ104[c]
1.58ꢂ105[b]
2.95ꢂ105[c]
1.22ꢂ106[c]
9.90ꢂ106[c]
4j
4b
4c
4e
4g
4h
4i
5.69ꢂ10ꢁ1
1.18ꢂ101
1.27ꢂ102
1.44ꢂ103
2.46ꢂ103
3.78ꢂ106
8.06ꢂ106
3.46ꢂ107
2.04ꢂ108
4j
4e
4 f
4g
4h
4i
6.15ꢂ102
1.26ꢂ103
3.74ꢂ103
1.17ꢂ104
3.00ꢂ106
1.81ꢂ107
4.58ꢂ108
Figure 1. a) Fast exponential decay of the absorbance at 611 nm during
the reaction of 4g (generated from [4g-PBu3]=1.47ꢂ10ꢁ5 m) with 1,1-
dimethylhydrazine ([2]=8.43ꢂ10ꢁ2 m; kobs =3.71ꢂ105 sꢁ1). b) Slow
exponential decay of the absorbance at 611 nm during the reaction of
4g ([4g]=1.80ꢂ10ꢁ5 m) with 1,1-dimethylhydrazine
4j
4k
[a] Counterion of the benzhydryl cations: BF4ꢁ. [b] Determined using a
1:2 mixture of N2H4·2HCl and 1,8-diaza-bicyclo[5.4.0]undec-7-ene.
[c] Determined using N2H4·H2O.
([2]=1.45ꢂ10ꢁ4 m; kobs =1.78ꢂ10ꢁ1 sꢁ1). Insets: Plots of kobs versus [2]
yield the second-order rate constants k2’=3.78ꢂ106 mꢁ1 sꢁ1 and
k2 =1.44ꢂ103 mꢁ1 sꢁ1
.
reactions of the benzhydrylium ions and the reverse reaction.
As it is very small compared with k2[1], it is dominated by
inaccuracies in kobs and will, therefore, not be discussed in the
following.
10ꢁ4 m 2 determined with the stopped-flow technique. Again,
a mono-exponential decay of the absorbance of the carbo-
cation was observed and a linear correlation of kobs with the
hydrazine concentration was obtained, the slope of which
yielded another significantly lower second-order rate con-
stant of k2 = 1.44 ꢀ 103 mꢁ1 sꢁ1 (Table 2).
Analogous observations were made for the reaction of 2
with 4h, where we obtained second-order rate constants of
k2’ = 8.06 ꢀ 106 mꢁ1 sꢁ1 at high concentrations of 2 and k2 =
2.46 ꢀ 103 mꢁ1 sꢁ1 at low concentrations (Table 2).
This behavior can be explained by the mechanism
depicted in Scheme 2. The fast and reversible reaction
corresponds to the attack at the tertiary nitrogen while the
slower reaction, which becomes irreversible by deprotonation
with a second molecule of the hydrazine, corresponds to the
attack at the NH2 group of 2. At low concentrations of 1,1-
dimethylhydrazine (2), the equilibrium for the fast reaction,
which leads to the kinetically controlled product, is almost
completely on the side of the starting material, and the slow
process (reaction at the NH2 group) is observed exclusively.
When we investigated the reactions of 2 with other
reference electrophiles, one of the two modes of attack was
always predominant, so that we obtained only one second-
order rate constant for each reaction: For the weak electro-
philes 4b–e, the equilibrium of the fast reaction is on the side
of the reactants and we observed only the slow decay. For the
stronger electrophiles 4i,j, we observed exclusively the fast
The situation is more complicated for 1,1-dimethylhydra-
zine (2) and trimethylhydrazine (3) which contain tertiary
amine groups. With these systems, we observed different
kinetic behavior depending on the concentration of the
hydrazines and the nature of the electrophile. For the
reactions of 2 with 4g and 4h we could even observe two
separate exponential decays on different time scales when
different concentrations of 2 were employed. Figure 1a shows
the decay of the absorbance of 4g which was generated by
laser-flash photolysis of the phosphonium salt 4g-PBu3 in
acetonitrile at 208C in the presence of 2 (8.43 ꢀ 10ꢁ2 m). A
mono-exponential decay of the absorbance of the carbocation
was observed within 15 ms (approximately 80% conversion),
while the remaining absorbance disappeared within around
100 ms. With increasing hydrazine concentrations, the con-
version arising from the fast reaction increased, and even-
tually the fast decay was observed almost exclusively. From
the linear increase of kobs with the concentration of 2, we
obtained the second-order rate constant k2’ = 3.78 ꢀ 106 mꢁ1 sꢁ1
(Table 2).
At lower concentrations of the hydrazine, the slower
decay became more dominant, and for [2] < 3 ꢀ 10ꢁ4 m, the
initial fast decay of the absorbance was almost absent and a
mono-exponential decay on a longer timescale was observed.
Figure 1b shows the decay of 4g in the presence of 1.45 ꢀ
1354
ꢀ 2012 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim
Angew. Chem. Int. Ed. 2012, 51, 1353 –1356