2
Tetrahedron
hydroxyl groups of Man while lacking an endocyclic oxygen
Next, we calculated the interaction energy (E) between the
atom.
[PRM-A2/Ca2+] complex and Man-OMe or 1. For interaction
energies, BSSE (basis set superposition error) was taken into
consideration. The E value for 1 was –139.96 kcal/mol, while
that for Man-OMe was –144.30 kcal/mol. The absolute value of
E for 1 is slightly smaller than that for Man-OMe, implying a
lower binding affinity of 1. The main reason for this is the weak
interaction of the endocyclic sulfur atom of 1 with the Ca2+-
coordinated water molecule, compared with that of the
corresponding oxygen atom of Man-OMe. These results of our
preliminary calculations collectively suggest that 1 would bind to
the [PRM2/Ca2+] complex in a manner similar to PRM-A, but
with lower potency.
1
5
D-Ala
moiety
6
1
3
2
4
13
Figure 2. Energy-minimized structure of the [PRM-A2/Ca2+/12]
complex obtained by DFT calculations at the -B97X-D/6-31G(d)
level of theory. Carbon, oxygen, nitrogen, sulfur, hydrogen, and
calcium atoms are shown in gray, red, blue, yellow, white, and green,
respectively. Blue and green dotted lines represent possible hydrogen
bonding and Ca2+ coordination, respectively. Two water molecules
are coordinated to Ca2+ in the complex.
Figure 1. Structures of pradimicins, Man-OMe, and 1 (upper) and
energy-minimized structure of the [PRM-A2/Ca2+/Man-OMe2]
complex obtained by solid-state NMR analysis and DFT calculations
at the -B97X-D/6-31G(d) level of theory (lower). Carbon, oxygen,
nitrogen, hydrogen, and calcium atoms are shown in gray, red, blue,
white, and green, respectively. Blue and green dotted lines represent
possible hydrogen bonding and Ca2+ coordination, respectively. Two
water molecules are coordinated to Ca2+ in the complex.
As the first validation of our computational prediction, we
attempted to determine a binding constant for 1 to PRM-A by
isothermal titration calorimetry (ITC). However, unfortunately,
complex formation of PRM-A with 1 caused severe aggregation,
resulting in complicated ITC signals. We, therefore, performed
co-precipitation experiments [17] as an alternative evaluation.
Our established procedure consists of four steps: (1) aggregate
formation of PRM-A with CaCl2 and sugars in aqueous solutions
at pH 6.0, (2) extensive washing of the aggregate, (3) acid
treatment to dissociate the aggregate, and (4) quantification of the
sugar/PRM-A molar ratio by 1H-NMR on the basis of their
integration values. Since step (2) involves the complete release of
sugars from the secondary binding site of the [PRM-A2/Ca2+]
complex, this co-precipitation experiment can quantify the
primary binding of sugars (Scheme 1). Table 1 shows the
1/PRM-A molar ratio in the aggregate, along with those for Man-
OMe and methyl -D-glucopyranoside (Glc-OMe). While only a
negligible amount of Glc-OMe was detected in the aggregate, 1
showed significant binding to PRM-A. However, the detected
amount of 1 was slightly lower than that of Man-OMe. This
result reflects lower affinity of 1 than that of Man-OMe,
supporting our modeling study.
Scheme 1. Complex-forming process of PRM with Ca2+ ion and
Man.
Results and discussion
The binding evaluation of PRMs with 1 started with DFT
studies centered on estimating the effect of the sulfur atom on our
proposed binding model. An initial structure was constructed for
the [PRM-A2/Ca2+/12] complex by replacing Man-OMe with 1,
followed by optimization through DFT calculations at the
B97X-D/6-31G(d) level of theory. The obtained energy-
minimized structure (Fig. 2) shows a remarkable similarity to the
[PRM-A2/Ca2+/Man-OMe2] complex in terms of the hydrogen-
bond network and Ca2+ coordination. The 2-hydroxyl group of 1
is involved in both Ca2+ coordination and hydrogen bonding with
the 13-carbonyl group of PRM-A, and the 3- and 4-hydroxyl
groups interact with the D-alanine moiety of PRM-A. Moreover,
a hydrogen bond is also found between the Ca2+-coordinated
water molecule and the endocyclic sulfur atom of 1, suggesting
that 1 could behave similarly to Man-OMe in binding to PRM-A.
To obtain more experimental support, we evaluated the
antagonistic effects of 1 on the antifungal activity of PRM-A
against Candida rugosa (MIC of PRM-A = 4 g/mL). Earlier
studies revealed that the antifungal activity of PRM-A is closely
related to its binding to cell wall mannans and is suppressed by
the exogenous addition of oligomannoses [9]. Thus, we
determined the minimum antagonistic concentrations (MACs) of
Man-OMe, Glc-OMe, and 1 required for suppressing the PRM-A