136
ELKHATIB ET AL.
analysis of the chlorinated derivative does not present
any difficulty as the molecule contains a chromophore
and a sufficiently high absorption coefficient. This
contrasts with compound 4, which absorbs more
weakly and at a wavelength of 225 nm. Direct injec-
tion of the basic aliquot does not allow the imine ev-
olution to be monitored with sufficient sensitivity.
To alleviate these difficulties, we extracted the re-
action mixture into hexane. This operation presents a
double advantage. It allows us to quench the reaction
by separating the reactants of different polarities and
to concentrate the products in an organic phase by a
volume effect. Under these conditions, the concentra-
tion of compound i in the aqueous phase is calculated
from the equation:
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[i] ϭ Sihexanekihexane
⌽
i
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in which Sihexane, kihexane, and ⌽i represents the counting
surface, the response and distribution coefficients of i
between both phases. This last parameter depends on
the temperature and the amount of sodium hydroxide.
The imine standard solutions are prepared by
weighing the pure product into hexane. Aqueous so-
lutions of 5 are quantified by UV. The distribution
study shows that the substituted chloramine is quasi
completely transferred to the hexane provided that the
concentration of NaOH in the aqueous phase is greater
than 0.1 M. On the other hand, the more polar imine
only partially goes into the hexane. The ⌽i coefficients
were determinated at the pH where the kinetics are
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The imine and ClAZA solutions were analysed by
UV spectrophotometry. Due to spectral interference,
the optical measurements were taken at two wave-
lengths ϭ 225 nm and ϭ 280 nm. The imine
1
2
absorption at being zero, the concentrations of 4
2
and 5 were calculated from the following equations
(l ϭ 1 cm):
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A(1, t)
[ClAZA] ϭ
1
⑀
ClAZA
2
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231, 161 (1990).
1
[A(2, t)⑀ClAZA Ϫ ⑀ClAZA A(1, t)]
[Imine] ϭ
1
1
⑀
⑀
lmine
ClAZA
where ⑀Imine ϭ 172 MϪ cmϪ , ⑀ClAZA ϭ 118 MϪ
cmϪ et ⑀ClAZA ϭ 209 MϪ cmϪ .
1
1
1
1
1
1
2
1
1