| Literature DB >> 21541045 |
Neni Frimayanti1, Chin Fei Chee, Sharifuddin M Zain, Noorsaadah Abd Rahman.
Abstract
Dengue is a serious disease which has become a global health burden in the last decade. Currently, there are no approved vaccines or antiviral therapies to combat the disease. The increasing spread and severity of the dengue virus infection emphasizes the importance of drug discovery strategies that could efficiently and cost-effectively identify antiviral drug leads for development into potent drugs. To this effect, several computational approaches were applied in this work. Initially molecular docking studies of reference ligands to the DEN2 NS2B/NS3 serine protease were carried out. These reference ligands consist of reported competitive inhibitors extracted from Boesenbergia rotunda (i.e., 4-hydroxypanduratin A and panduratin A) and three other synthesized panduratin A derivative compounds (i.e., 246DA, 2446DA and 20H46DA). The design of new lead inhibitors was carried out in two stages. In the first stage, the enzyme complexed to the reference ligands was minimized and their complexation energies (i.e., sum of interaction energy and binding energy) were computed. New compounds as potential dengue inhibitors were then designed by putting various substituents successively on the benzyl ring A of the reference molecule. These substituted benzyl compounds were then computed for their enzyme-ligand complexation energies. New enzyme-ligand complexes, exhibiting the lowest complexation energies and closest to the computed energy for the reference compounds, were then chosen for the next stage manipulation and design, which involved substituting positions 4 and 5 of the benzyl ring A (positions 3 and 4 for 2446DA) with various substituents.Entities:
Keywords: binding energy; complexation energy; dengue NS2B/NS3 protease; interaction energy; molecular docking
Mesh:
Substances:
Year: 2011 PMID: 21541045 PMCID: PMC3083692 DOI: 10.3390/ijms12021089
Source DB: PubMed Journal: Int J Mol Sci ISSN: 1422-0067 Impact factor: 5.923
Figure 1.The spatial arrangement of the catalytic triad of (a) DEN2 NS2B/NS3 (2FOM. Pdb); (b) previous homology modeling [10].
Figure 2.Superimposition of the competitive inhibitor structures, 4-hydroxypanduratin A (yellow) and panduratin A (orange).
Figure 3.The binding site of the competitive inhibitors: (a) 4-hydroxypanduratin A; (b) panduratin A.
The complexation energies of 4-hydroxypanduratin A and panduratin A.
| 4-hydroxypanduratin | 21 ± 8.00 | −69.8 |
| Panduratin A | 25 ± 6.00 | −57.8 |
reference [8].
Figure 4.Molecular structures of competitive inhibitors extracted from Boesenbergia rotunda.
Complexation energies of some potential inhibitor derivatives.
| 1 | −37.1 | 58.1 | −1.3 | −50.1 | −43.1 | −38.6 |
| 2 | −50.4 | 31.1 | 240.6 | −35.5 | −50.7 | −44.0 |
| 3 | −27.1 | 65.2 | −49.3 | −63.0 | −53.8 | −43.9 |
| 4 | −40.7 | −22.5 | −41.4 | −38.5 | ||
| 5 | −36.1 | −43.4 | ||||
| 1 | 70.9 | 13.8 | 59.9 | 120.9 | 54.8 | 64.4 |
| 2 | 68.4 | 36.8 | −24.3 | −14.4 | −31.6 | −37.9 |
| 3 | −24.7 | 5.3 | −48.2 | −10.7 | −62.2 | −62.6 |
| 4 | −51.4 | 27.2 | −40.6 | −42.7 | −53.7 | |
| 5 | −44.7 | −54.0 | ||||
Some 4-hydroxypanduratin A and panduratin A derivatives substituition at the 4 and 5 positions of the benzyl ring A (R and R’ respectively).
| 1 | R = NO2 | R’ = H | −68.7 | |
| R = NH3+ | R’ = H | −68.9 | ||
| R = CH2NH3+ | R’ = H | −69.7 | ||
| R = NH2+CH3 | R’ = H | −68.9 | ||
| R = H | R’ = COO− | −91.4 | ||
| R = H | R’ = NH3+ | −93.3 | ||
| 2 | R = Cl | R’ = H | −69.1 | |
| R = OCH3 | R’ = H | −70.2 | ||
| R = SH | R’ = H | −58.8 | ||
| R = NH2+CH3 | R’ = H | −64.8 | ||
| R = H | R’ = OH | −60.8 | ||
| R = H | R’ = NO2 | −58.0 | ||
| R = H | R’ = NH3+ | −64.5 | ||
| R = H | R’ = Cl | −55.2 | ||
| R = H | R’ = CH2OH | −66.0 | ||
| R = H | R’ = SH | −63.3 | ||
| R = H | R’= CH2NH3+ | −58.6 |
Figure 5.Superimposition of 246DA (blue), 2446DA (pink) and 20H46DA (red).
Figure 6.Spatial arrangement of the binding site for (a) 246DA (b) 20H46DA and (c) 2446DA.
Complexation energies and Ki value of the synthetic inhibitors.
| 246DA | 19.84 | −76.8 |
| 20H46DA | 24.36 | −61.0 |
| 2446DA | 39.68 | −43.5 |
Figure 7.Molecular structures of synthetic inhibitors studied in this work (a) 246DA (b) 20H46DA and (c) 2446DA.
Some 246DA, 20H46DA derivative substitutions at the 4 and 5 positions and 2446DA derivative substitutions at the 3 and 4 positions of benzyl ring A (R and R’ positions respectively).
| 246DA | R = OH | R’ = H | −70.2 | |
| R = COO− | R’ = H | −117.9 | ||
| R = NH3+ | R’ = H | −76.8 | ||
| R = OCH3 | R’ = H | −81.2 | ||
| R = CH2NH3+ | R’ = H | −74.1 | ||
| R = H | R’ = NH3+ | −91.9 | ||
| R = H | R’ = CH2OH | −90.4 | ||
| R = H | R’ = CH2NH3+ | −87.6 | ||
| 20H46DA | R = OH | R’ = H | −61.6 | |
| R = COO− | R’ = H | −61.8 | ||
| R = NH3+ | R’ = H | −164.7 | ||
| R = CH3 | R’ = H | −61.0 | ||
| R = CH2OH | R’ = H | −77.4 | ||
| R = H | R’ = COO− | −83.5 | ||
| R = H | R’ = NO2 | −64.3 | ||
| R = H | R’ = NH3+ | −68.3 | ||
| R = H | R’ = OCH3 | −64.7 | ||
| R = H | R’ = CH2NH3+ | −129.1 | ||
| 2446DA | R = H | R’ = OH | −95.3 | |
| R = H | R’ = COO− | −108.9 | ||
| R = H | R’ = NO2 | −84.7 | ||
| R = H | R’ = NH3+ | −88.9 | ||
| R = H | R’ = Cl | −98.7 | ||
| R = H | R’ = CH3 | −87.2 | ||
| R = H | R’ = CH2OH | −95.7 | ||
| R = H | R’ = OCH3 | −83.8 | ||
| R = H | R’ = SH | −73.5 | ||
| R = H | R’ = CH2NH3+ | −116.7 | ||
| R = OH | R’ = H | −88.9 | ||
| R = NO2 | R’ = H | −84.3 | ||
| R = NH3+ | R’ = H | −116.5 | ||
| R = Cl | R’ = H | −79.1 | ||
| R = CH3 | R’ = H | −76.4 | ||
| R = OCH3 | R’ = H | −81.6 | ||
| R = SH | R’ = H | −68.1 |