ratios that indicate the charge ratio between the receptor and
the heparin required for 50% MB displacement.[23] This ratio
indicates how efficiently the receptor uses each of its positive
charges to bind each negative charge of heparin—the smaller
the value, the more effectively the cationic charge of the
receptor is being used. To calculate + /À ratios, we assumed
four positive charges on G1, four negative charges per repeat
unit of heparin, and twenty four positive charges for the
typical protamine sulfate structure. Finally, we also converted
the data into the form of an “effective dose”; expressed in
terms of the mass of the receptor (drug) required to bind a
certain number (100 international units (IU)) of active units
of heparin, this is the way in which protamine activity would
normally be expressed for clinical administration.[24]
Figure 2. TEM image of compound G1 dried from aqueous solution,
indicative of spherical self-assembled nanostructures.
As indicated in Table 1, G1 shows effective binding of
heparin with an EC50 value of (102 Æ 3) mm. This value
corresponds to a + /À ratio of (1.41 Æ 0.05). This result
indicates that more than one positive charge on the receptor is
required for each negative charge of heparin and hence it is
likely that not all positive charges are directly involved in the
binding of heparin. The effective dose of G1 was calculated to
be (0.48 Æ 0.01) mg/100IU heparin. Under the same assay
conditions, protamine had an EC50 value of (20 Æ 1) mm. This
value is lower than that observed for G1, but it must be
remembered that protamine has a significantly higher mass
than G1 and thus the apparent EC50 is artificially improved.
The + /À ratio leads to a better comparison of the receptors,
and for protamine, the obtained value is (1.64 Æ 0.11), thus
indicating that protamine uses its positive charge a little less
efficiently than compound G1. Furthermore, the dose of
protamine required for 50% MB displacement is (0.46 Æ
0.02) mg/100IU heparin, which is very similar to the effective
dose of G1 under these conditions.
The binding assays were then repeated in the presence of
5 mm aqueous NaCl in order to determine the effect of
electrolytes on heparin binding. Given that receptor–heparin
interactions are predominantly based on electrostatics, it
might be expected that increasing the ionic strength would
decrease the binding affinity. However, Table 2 indicates that
in this assay, both G1 and protamine appear to bind heparin
more efficiently. It must be remembered that this assay is a
competitive one, and we can therefore conclude that the
binding between MB and heparin is more adversely affected
by salt than the interaction between the receptors and
heparin. Evidence for this hypothesis is provided by the
observation that with NaCl concentrations above 5 mm,
binding of the probe dye molecule to heparin was no longer
observed. Comparison of the data for G1 and protamine,
methylene blue (MB) displacement assay.[22] As a cationic
dye, MB forms moderate strength electrostatic interactions
with heparin, and importantly, when bound to heparin, the
UV/Vis spectrum of the dye changes significantly—unbound
MB has a lmax at 664 nm, whereas MB bound to heparin has a
lmax at 568 nm. The addition of a more strongly binding ligand
to a mixture of heparin and MB displaces the MB from
heparin, and consequently leads to changes in the UV/Vis
spectrum of the dye. Hence, in this competition assay, UV/Vis
spectroscopy is capable of indirectly reporting on the
interactions between synthetic receptors and heparin.
The experiment was performed using the optimized
conditions (MB (10 mm) and heparin (72.5 mm) in tris(hydrox-
ymethyl)aminomethane hydrochloride (Tris HCl; 1 mm)).
Heparin concentrations were calculated assuming the struc-
ture shown in Scheme 1, with an apparent “molecular” mass
(Mr) of 605.04 per repeat unit. For comparison, the novel
compound G1 and protamine were both assayed for their
abilities to bind heparin. Protamines are not available in
monodisperse form, because they are mixtures of poly-
arginylated peptides; however, the following typical prot-
amine structure was assumed for purposes of calculation:
NH-Pro-Arg4-Ser-Arg-Pro-Val-Arg5-Pro-Arg2-Pro-Arg2-Val-
Ser-Arg6-Gly-Arg4-COOH. Compound G1 (or protamine)
was added in increasing aliquots to the heparin–MB complex
and normalization of the UV/Vis data against unbound MB
allowed us to calculate the concentration at which 50% of the
MB was displaced from its complex with heparin.
Table 1 shows the effective concentration at which 50%
displacement was achieved (EC50 value). It becomes apparent
that the lower the concentration, the more effective the
binding. In addition, we have converted the data into + /À
Table 1: Data from methylene blue (MB) displacement assay.[a]
Table 2: Data from methylene blue (MB) displacement assay.[a]
Receptor
EC50 [mm][b]
+/À Ratio[c]
Effective Dose[d]
Receptor
EC50 [mm][b]
+/À Ratio[c]
Effective Dose[d]
G1
Protamine
(102Æ3)
(20Æ1)
(1.41Æ0.05)
(0.48Æ0.01)
(0.46Æ0.02)
G1
Protamine
(47Æ8)
(14Æ2)
(0.65Æ0.10)
(0.23Æ0.03)
(0.34Æ0.05)
(1.64Æ0.11)
(1.16Æ0.15)
[a] Performed in 1 mm Tris-HCl. [b] EC50 is the concentration required for
50% displacement of MB from its complex with heparin. [c] The +/À
ratio represents the receptor/heparin charge ratio required for 50%
displacement. [d] The effective dose is reported in mg of receptor per
100 IU heparin.
[a] Performed in 1 mm Tris-HCl in the presence of 5 mm NaCl. [b] EC50 is
the concentration required for 50% displacement of MB from its
complex with heparin. [c] The +/À ratio represents the receptor/heparin
charge ratio required for 50% displacement. [d] The effective dose is
reported in mg of receptor per 100 IU heparin.
Angew. Chem. Int. Ed. 2011, 50, 4675 –4679
ꢀ 2011 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim