Table 2 Methanol fluxes at different temperatures and pressures for MPF-
60 membranes (KOCH)
Pressure/bar
10
T/°C
Flux/kg m22 h21
30
40
50
60
30
1.2
1.6
2.6
3.2
1.7
15
This is believed to be due to a less thorough pre-treatment of
solvents and reagents as compared with literature.
A NF membrane generally does not discriminate between
reactants and hydrogenated products, given their negligible
difference in MW, shape or polarity. This means that the
conditions that determine the membrane flux—such as mem-
brane type, membrane area, applied pressure gradient, tem-
perature and type of solvent12—can be adjusted to the catalytic
conditions that determine the conversion of the reactant.
Methanol fluxes through the NF membrane (KOCH, MPF-60),
are given in Table 2 for different temperatures and pressures: as
expected, higher temperature and pressure are tools used to
increase the flux through the membrane and thus realise a
shorter residence time (t) for a given reactor volume.
The continuous reactions were carried out in a stirred 100 ml
autoclave containing an MPF-60 membrane at the bottom. The
permeate was collected in a cooled flask (278 °C). Both feed
and permeate were analysed by GC and AAS to determine
retention (retained concentration/feed concentration) of re-
actants, products and catalyst. For the hydrogenation of DMI
Fig. 4 Conversion and enantiomer excess as a function of time for the
continuous NF-coupled hydrogenation with Rh–EtDUPHOS.
tion of the catalyst—possibly due to oxidation of the phosphine
ligand—is assumed but still needs further investigation. The
total TONs for the hydrogenation with Ru–BINAP and Rh–
EtDUPHOS are, respectively, 1950 and 930.
These two continuous reactions demonstrate the general
concept of this hybrid process to perform homogeneous
reactions in a continuous mode whenever the membrane is able
to retain the catalyst and does not retain the products. Even
though the system is limited by working conditions—like
solvent, temperature and pressure—it is believed that the
concept can be applied in many different types of reaction and
for a wide range of catalysts and substrates, especially in the
field of fine chemical synthesis.
This work was supported by the Belgian Federal Government
in the frame of an IAP-PAI grant on Supramolecular Catalysis.
K. D. S. acknowledges ‘het Vlaams Instituut voor de bevorder-
ing van het wetenschappelijk-technologisch onderzoek in de
industrie’ (IWT) for a grant as doctoral research fellow.
I. F. J. V. acknowledges a fellowship as Post-doctoral
Researcher from the Fund for Scientific Research (FWO).
with Ru–BINAP at 37 °C and 10 bar, the feed solution (C0
=
0.4 mM) was pumped at a rate of 3.6 ml h21 to the reaction
mixture (V = 14 ml, C0 = 0.4 mM and 33.7 mg Ru–BINAP).
The hydrogenation of MAA was performed at 35 °C and 10 bar
(V = 16 ml, C0 = 0.13 mM and 8.5 mg Rh–EtDUPHOS) with
the feed solution (C0 = 0.13 mM) added at a rate of 3.5
ml h21
.
To fully prove the concept, activities should remain un-
changed after several refreshments of the reactor volume and
the complex should be retained sufficiently. The hydrogenation
of DMI shows a constant enantiomer excess as a function of
time (Fig. 3). The very small decrease in conversion, becoming
apparent after several hours, can be ascribed to the incomplete
rejection of Ru–BINAP ( > 98%). Nevertheless, this nano-
filtration-coupled catalysis allowed the continuous hydro-
genation of ten reactor volumes—as indicated by the vertical
lines on the graph—with an enantiomer excess of 93%, which
equals those reached under homogeneous conditions. For the
hydrogenation of MAA with Rh–EtDUPHOS (Fig. 4), the
decrease in enantiomer excess and conversion in the long term
is slightly more significant. Since the 97% retention of this
complex cannot alone account for this effect, a slow deactiva-
Notes and references
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2 I. F. J. Vankelecom and P. A. Jacobs, in Immobilisation of Chiral
Catalysts, ed. D. De Vos, I. F. J. Vankelecom and P. A. Jacobs, VCH
Weinhein, 2000, ch. 2, pp. 19–42.
3 KOCH International B.V., Membrane Systems Division.
4 G. Giffels, J. Beliczey, M. Felder and U. Kragl, Tetahedron:
Asymmetry, 1998, 9, 691: S. Rissom, J. Beliczey, G. Giffels, U. Kragl
and C. Wandrey, Tetrahedron: Asymmetry, 1999, 10, 923.
5 S. Akutagawa, Appl. Catal., 1995, 128, 171
6 S. C. Stinson, C&EN, September 1998, pp. 83–104.
7 D. J. Bayston, J. L. Fraser, M. R. Ashton, A. D. Baxter, M. E. C.
Polywka and E. M. Moses, J. Org. Chem., 1998, 63, 3137.
8 R. ter Halle, B. Colasson, E. Schulz, M. Spagno and M. Lemaire,
Tetrahedron Lett., 2000, 41, 643.
9 K. T. Wan and M. E. Davis, Nature, 1994, 370, 449; I. F. J. Vankelecom,
D. Tas, R. F. Parton, V. Van de Vyver and P. A. Jacobs, Angew. Chem.,
1996, 108, 1445; I. F. J. Vankelecom, A. Wolfson, S. Geresh, M.
Landau, M. Gottlieb and M. Hershkovitz, Chem. Commun., 1999, 23,
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10 The GC analysis was carried out on a Chiraldex G-TA (Chrompack)
with N2 as carrier, whereas MAA reactions were analysed on a Chirasil-
DEX CD (Chrompack) column with H2 as carrier. The amount of
catalyst in the permeate was determined by measuring the Ru
concentration by atomic absorption spectroscopy (Varion Techtron
AA6) at 349.9 nm and the Rh concentration at 343.5 nm.
11 M. J. Burk, J. E. Feaster, W. A. Nugent and R. L. Harlow, J. Am. Chem.
Soc., 1993, 115, 10 125.
12 D. R. Machado, D. Hasson and R. Semiat, J. Membr. Sci., 1999, 163, 93;
D. R. Machado, D. Hasson and R. Semiat, J. Membr. Sc., 1999, 166, 63;
J. A. Whu, B. C. Baltzis and K. K. Sirkar, J. Membr. Sci., 2000, 170,
159.
Fig. 3 Conversion and enantiomer excess as a function of time for the
continuous NF-coupled hydrogenation with Ru–BINAP.
598
Chem. Commun., 2001, 597–598