M. Hashemi, M. R. Hadjmohammadi / Tetrahedron: Asymmetry 28 (2017) 454–459
455
enantioselective liquid–liquid extraction, an enantiopure host is
2.2. Instrumentation and operating condition
The resolved diamine was derivatized as the m-toluoyl bisamide
based on the work of Walsh. Derivatization allows detection of the
enantiomers as they are eluted from the column by UV–vis spec-
troscopy (k = 254 nm). The derivatization of the racemic and
resolved diamine as the bisamides with m-toluoyl chloride is easily
accomplished under basic conditions. Chromatographic measure-
ments were carried out using a HPLC system equipped with a series
10-LC pump, UV detector model LC-95 set at 254 nm and model
used as a chiral selector to bind enantiospecifically and reversibly
with a racemic substrate.25 If the host is confined to one phase in a
biphasic system, enantiomeric separation of the substrate can take
place between the two phases in a single step. If the separation is
imperfect, a fractional extraction series is required.2 Dispersive
liquid–liquid microextraction is a mode of liquid–liquid extraction
3
2
6
2
7
on a smaller scale.
Dispersive liquid–liquid microextraction
employs a mixture of an extracting solvent and water miscible
polar disperser solvent. In dispersive liquid–liquid microextrac-
tion, after a rapid injection of an appropriate mixture, containing
the extracting and disperser solvents, into the aqueous sample, a
cloudy state is formed. The contact area between the extracting
solvent and the sample solution is very large. Thus the extraction
equilibrium is achieved rapidly. After centrifugation, the extracted
7725i manual injector with a 20
lL sample loop (Perkin–Elmer, Nor-
walk, CT, USA). Column used was Pirkle
L
-Leucine (250 ꢁ 4.6 mm)
and mobile phase was 90:10 hexane/isopropyl alcohol at a flow rate
of 1 mL/min. typical chromatogram of trans-cyclohexane-1,2-dia-
mine racemic mixture has shown in Fig. 2. The pH of the solutions
was measured by a 3030 Jenway pH meter (Leeds, UK).
2
8,29
phase settles at the bottom or top of the conical test tube.
If we
use a disperser solvent in the extraction process, extracting the sol-
vent can capture the target analyte in less time and higher recov-
ery. Therefore, we can use a chiral selector in dispersive liquid–
liquid microextraction for the extraction and separation of enan-
tiomers. In this method, the chiral selector is mixed with the
extracting and disperser solvents and then this mixture is injected
into the sample solution. Herein we have used enantioselective
dispersive liquid–liquid extraction with an azophenolic crown
ether (Fig. 1) as the chiral selector for the microseparation of
trans-cyclohexane-1,2-diamine enantiomers. trans-Cyclohexane-
2
.3. Enantioselective dispersive liquid–liquid microextraction
procedure
A 10 mL sample solution containing 1.0 mg/L of trans-cyclohex-
ane-1,2-diamine was placed in a centrifuge tube with narrow neck
ꢂ4 mm i.d.), which was specially designed for ease of removing
the supernatant phase. A mixture of 1 mL disperser solvent and
(
ꢀ1
3
00 lL extracting solvent with 2 mmol L of chiral selector was
rapidly injected into the sample solution using a 5.0 mL syringe,
and mixed by vortex mixer at 500 rpm stirring rate for 20 min,
so that a cloudy solution was formed. The cloudy solution was cen-
trifuged for 5 min at 3500 rpm, and the extraction product (super-
natant phase) was collected in the neck of the tube. Finally, this
supernatant phase was derivatized and injected into the HPLC.
All of the experiments were carried out in triplicate and the aver-
age of the result was reported.
1
,2-diamine is required for oxaliplatin (anti-cancer drug) synthe-
3
0
sis, where only the (R,R)-isomer is effective, meaning that separa-
tion of the two isomers before the synthesis is necessary.
Parameters affecting this process, such as selection type and vol-
ume of extracting and disperser solvents, chiral selector concentra-
tion, pH of sample solution, temperature and extraction time were
optimized.
2
.4. Calculation of distribution ratio and selectivity
O
O
O
O
O
The extent of extraction is characterized by the distribution
3
3,34
ratios D
R
and D
S
for each enantiomer
:
OH
½Rꢃorg; allforms
D
R
¼
¼
ð1Þ
ð2Þ
½
Rꢃaq; allforms
O N
2
½
sꢃorg; allforms
D
S
½
sꢃaq; allforms
N
N
NO2
The concentrations of the enantiomers in the organic phase
Figure 1. Azophenolic crown ether, the chiral selector used in this study.
were determined from HPLC peak area while the amount of residue
of trans-cyclohexane-1,2-diamine in the initial phase were found
by subtracting the initial amount from the amount of trans-cyclo-
hexane-1,2-diamine in the organic phase. The operational selectiv-
2
2
. Experimental
ity aop is defined by the ratio of these distribution ratios. Its upper
limit is the intrinsic selectivity
plexation constants:
aint which is the ratio of the com-
.1. General
trans-Cyclohexane-1,2-diamine and m-toluoyl chloride were
purchased from Sigma–Aldrich (Steinheim, Germany). HPLC grade
methanol, isopropyl alcohol, hexane, acetonitrile and acetone),
sodium hydroxide, hydrochloric acid and chloride were obtained
from Merck (Darmstadt, Germany). Xylene, diethyl ether, dode-
cane, toluene, octanol and cyclohexane were obtained from Aldrich
D
D
R
a
op
¼
¼
Assuming D
R
> D
S
ð3Þ
ð4Þ
S
(
K
K
R
S
a
int
(
Milwaukee, WI, USA). The azophenolic crown ether was synthe-
K
R
S
and K are complexation constants for the complexation
31
sised by Syncom BV (Groningen, The Netherlands). The water
used was double distilled deionized. A stock solution of trans-
cyclohexane-1,2-diamine (10.0 g/L) was prepared in methanol
and stored in the dark at 4 °C. Working standard solutions were
diluted with deionized double distilled water at concentration of
between the crown ether and trans-cyclohexane-1,2-diamine enan-
tiomers. As a result, even if one of the two enantiomers is much less
valuable than the other one, the enantiomeric purity of both enan-
tiomers should be high in their appropriate exit streams, to ensure a
good yield of the desired enantiomer. From calculations based on
3
5
1
.0 mg/L whenever needed.
the Kremser equation, it is clear that the operational selectivity