Journal of Natural Products
Article
16%), 286.9 ([C15H12O7 + H − H2O]+, 83%), 258.9 ([C15H12O7 + H
− H2O − CO]+, 100%), 230.9 ([C15H12O7 + H − H2O − 2 CO]+,
39%); MS (ESI−) 303.3 ([C15H12O7 − H]−, 89%), 285.1 ([C15H12O7
− H − H2O]−, 100%), 179.1 (5A− and 2,4B−, 7%), 177.3 (1,4B−, 12%),
151.1 (2,3A− and 2,3B−, 39%), 106.9 (1,4A−, 7%), 125.2 (2,4A−, 95%),
123.2 (5B−, 20%), 57.2 (6,7B−, 59%).
ACKNOWLEDGMENTS
■
The authors thank Torsten Bruhn (University of Wurzburg,
̈
Germany) and Henning Henschel (Linnæus University,
Sweden) for seminal support in quantum chemistry calculations
of CD spectra and transition states. We gratefully acknowledge
computational resources provided by the ARMINIUS cluster of
the Paderborn Center for Parallel Computing (University of
Paderborn, Germany). We also thank Andre Hutz (Jasco,
Groß-Umstadt, Germany) for the opportunity to use the CD
detector.
Enzymatic Transformation. The enzyme preparation was
obtained from cultures of Escherichia coli heterologously expressing
the taxifolin isomerase gene of E. ramulus (unpublished data). After
disruption of E. coli cells by sonication and subsequent centrifugation,
the resulting cell-free extract was fractionated by fast-performance
liquid chromatography using a DEAE-Sephacel column according to
the procedure described previously for cell extracts from E. ramulus.22
A fraction with high taxifolin-transforming activity was used for the
enzymatic assays. The assay contained 1165 μL of 50 mM K3PO4
buffer (pH 6.8) and 20 μL of the enzyme preparation (0.12 mg
protein/mL) and was performed at 22 °C. The reaction was started by
the addition of 65 μL of 1.2 mM (±)-taxifolin (Sigma, lot 129H1722)
in DMSO. Samples (50 μL) were taken every 10 min for 100 min and
immediately mixed with 50 μL of aqueous 10% MeCN acidified with
TFA to pH 1. Samples were submitted directly to chromatographic
analysis or were frozen using liquid nitrogen and stored at −20 °C.
Prediction of CD Spectra by Quantum Mechanical Calcu-
lations. Three-dimensional coordinates of (−)-2R,3S-epitaxifolin (4)
and (−)-2S,3S-taxifolin (2) were generated and subjected to a
preliminary MMFF94 force field minimization using the Chem3D
software. Using the ORCA program suite,48 a two-dimensional PES
scan was carried out at the B3LYP/TZVP level of theory applying a
COSMO model49 in methanol to simulate (i) a C-ring flip leading to
equatorial/axial inversion (φ 1 = C6−C7−C8−O9) and (ii) a full
rotation of the B−C-ring connecting bond (φ 2 = O9−C8−C10−
C11). A contour plot of the PES was prepared by a custom PERL
script using GnuPlot, and minimum energy conformers were identified
by visual inspection. These local minima were subjected to a free
optimization at the B3LYP/TZVP level of theory again applying a
COSMO methanol model, and final energies were obtained at the RI-
SCS-MP2/TZVP level for accurate Boltzmann statistics. CD spectra of
all local minima were then retrieved by a TDDFT/B3LYP/TZVP
approach and weighted according to their individual Boltzmann
population using SpecDis.
Calculations of Reaction Pathway Intermediates. Three-
dimensional coordinates of all reaction pathway intermediates and of
zwitterionic transition states with one or two H2O molecules for
proton relay were generated and subjected to a preliminary MMFF94
(intermediates) or MM2 (transition states) force field minimization
using the Chem3D software. Using the ORCA program suite,
minimum conformers of all intermediates were obtained at the
B3LYP/TZVP level of theory applying a COSMO water model,
followed by frequency calculations to obtain zero-point vibrational
energies at 25 and 115 °C. Using the Gaussian package38 at the
B3LYP/6-311G++(df,pd) level of theory, transition states with one or
two water molecules for proton relay were minimized with respect to
water orientation, while the oxonium scaffold was kept frozen. In
addition, structures of the diketone 7 and alphitonin (8) complex with
one or two H2O molecules connected by each transition state were
optimized and subjected to frequency calculations. A transition-state
search was carried out applying a STQN (QST3) approach at the
B3LYP/6-311G++(df,pd) computational level, followed by frequency
calculations to verify a single imaginary frequency and to obtain zero-
point vibrational energies for subsequent estimation of the
corresponding energy barrier.
̈
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AUTHOR INFORMATION
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Corresponding Author
*Tel: +49-89-3168-5033. Fax: +49-89-3168-5125. E-mail: paul.
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