B. Ernst et al.
antibody (Sigma) was first immobilized onto a research grade CM5
sensor chip through amine coupling using the manufacturerꢀs protocol
(Biacore). In a standard coupling procedure, a solution (20 mgmLꢀ1) of
the polyclonal antibody diluted in acetate buffer (10 mm NaOAc, pH 5)
was injected at 10 mLminꢀ1 for 10 min over all flow cells. Following poly-
clonal antibody coupling, the flow path was changed to exclude the refer-
ence flow cell containing only the immobilized polyclonal antibody. A so-
lution (50 mgmLꢀ1) of E-selectin/IgG diluted in acetate buffer (10 mm
NaOAc, pH 5.5) was injected at 5 mLminꢀ1 for 20 min over a single flow
cell, designated the active flow cell. The reference and active flow cells
were equilibrated at 5 mLminꢀ1 for 12 h in running buffer II (HBS-P with
20 mm CaCl2). Before injecting the antagonist, the system was equilibrat-
ed for 2 h in running buffer II supplemented with DMSO (2.5%, v/v).
Different concentrations of antagonists were prepared in running buffer
II supplemented DMSO (2.5% v/v). Antagonist dilutions were injected
using the KINJECT command with 60 s association and dissociation
times into the reference and the active flow cell. To compare the binding
affinity of different selectin antagonists, the sensorgrams from SPR ex-
periments were processed with Scrubber 2.0a (BioLogic Software). The
response observed in the reference flow cell was subtracted from the
active flow cell. The response at equilibrium was used to determine the
dissociation constant KD applying a simple steady state affinity 1:1 bind-
ing model. Because of the influence of DMSO on the binding signal, a
calibration was necessary. For that purpose different solutions of DMSO
were injected before each cycle of measurement. Signal corrections
based on the calibration solutions were directly performed during binding
evaluation. The surface was equilibrated overnight with HBS-EP buffer
(10 mm HEPES, pH 7.4, 150 mm NaCl, 3 mm EDTA, 0.002% v/v surfac-
tant P20).
buffer, but without E-selectin. The pulse sequence used for the STD ex-
periments was slightly modified from a published procedure.[54] A train of
40 cosine-modulated E-Burp-1 pulses (50 ms each) was used to saturate
E-selectin,[55] allowing the simultaneous irradiation of E-selectin at 0 and
8 ppm. This was achieved by placing the carrier frequency at 4 ppm
during the pulse train and by modulating the cosine waveform by
3200 Hz. The root-mean-square power of each sideband was 23.7 Hz. Ap-
plying the modulated pulse train provided a sensitivity of nearly twice
that of the mono-chromatic irradiation at 0 ppm. Following the non-se-
lective excitation pulse, a T1rho filter of 30 ms was applied with the
strength of 2.5 kHz to remove residual E-selectin magnetization. Follow-
ing the T1rho filter, a DPFGSE water suppression sequence was append-
ed,[56] and the remaining signal removed through digital filtering. For the
STD experiment, 1792 scans were measured with a 2 s delay and 0.7 s
measurement of the fid. For the STD reference experiment, 128 scans
were measured with a 2 s prescan delay and 0.7 s measurement of the fid.
The NMR data were analyzed using XWINNMR 3.0. The spectra were
apodized with an exponential decay function with 2 Hz line broadening.
Acknowledgements
The authors gratefully acknowledge the financial support by the Swiss
National Science Foundation (grant no. 200020–103875/1). They also
thank Mr. Werner Kirsch, Microanalytical Services of the Organic Insti-
tute of the University of Basel, for performing the microanalysis and
Prof. Dr. Michael Przybylski, Department of Chemistry, University of
Konstanz, Germany for high resolution MS. Finally, we are thankful to
Prof. Dr. Stephan Grzesiek, Biocenter of the University of Basel, Swit-
zerland for the measurement time at 800 MHz for the STD-NMR.
NMR experiments: All ROESY experiments were carried out at 300 K
on a Bruker DMX-500 (500 MHz) spectrometer, equipped with Z-gradi-
ent SEI probe. The samples consisted of approximately 5 mg of 5 or 8a
solvated in of 99.8% D2O (200 mL) (Armar Chemicals). Chemical shifts
were referenced to the residual water resonance (d=4.70 ppm). The
doubly-selective homonuclear Hartmann-Hahn scheme[51] was used to se-
lectively transfer magnetization from H-6-Fuc to H-5-Fuc. The selective
excitation of H-5-Fuc allowed an accurate quantification of this reso-
nance by avoiding the excitation of residual H2O. To remove any remain-
ing magnetization from H-6-Fuc, a selective gradient echo at the frequen-
cy of H-5-Fuc was applied. A 200 ms REBURP 1800 refocusing pulse[52]
was applied to the H-5-Fuc resonance. The REBURP pulse was sand-
wiched by a pair of Gaussian shaped gradients of 1 ms each with an am-
plitude of 20 G cmꢀ1. The jump-symmetrized CW-ROESY variation of
the ROESY sequence was used in all experiments to minimize TOCSY
artifacts.[53] During the ROESY period, the transmitter frequency was
shifted up or downfield during the first or second half of the mixing-time,
respectively. The high-field spin lock was applied at d=4.9 ppm and the
low-field at d=0.9 ppm. The spin lock was a rectangular pulse with a
2 kHz-amplitude. To record a build-up curve of the ROE transfer, for
each compound a sequence of 10 experiments with increasing durations
of the spin lock from 50 ms to 500 ms in steps of 50 ms was recorded. Fol-
lowing the application of the spin lock, the transmitter was returned to
2.9 ppm and the fid measured using 4096 complex points to sample a
bandwidth of d=7 ppm. To achieve a high signal-to-noise required for
the accurate distance evaluations of Figure 5c, 1024 scans were measured
for each mixing time. The NMR data were analyzed using XWINNMR
3.0. The spectra were apodized with an exponential decay function with
2 Hz line broadening. To determine the internuclear distances, the NOEs
of the target proton were normalized to the intensity of the diagonal
peak of H-5-Fuc.[48] Plotting these normalized intensities against the
mixing time results in a linear function for each pair of protons (Fig-
ure 5c). The distances rij were then calculated from the slopes s of the
linear regression according to rij =rref (sref/sij)1/6, in which rref =2.60 ꢂ is
the assumed distance for H-5-Fuc—H-3-Fuc.
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