Monovalent cation binding to model systems and the macrocyclic depsipeptide, emodepside.
Govindan Subramanian1, Kanika Manchanda2, Yirong Mo3
1Architect Therapeutics Inc., San Diego, California, USA.
Journal of Computational Chemistry
|June 26, 2024
Summary
This study explores emodepside conformations complexed with potassium (K+) ions using computational methods. A stable, cavitand-like structure was identified as the most energetically favorable arrangement for K+ binding.
Area of Science:
- Computational Chemistry
- Molecular Modeling
- Quantum Chemistry
Background:
- Emodepside is a cyclic depsipeptide with potential biological activity.
- Understanding ion binding is crucial for drug design and molecular recognition.
- Potassium ion (K+) plays vital roles in biological systems.
Purpose of the Study:
- To systematically investigate emodepside conformations bound to monovalent potassium (K+) ions.
- To characterize the structural, energetic, and bonding properties of these complexes.
- To elucidate the factors governing K+ ion binding to emodepside.
Main Methods:
- Density Functional Theory (DFT) calculations at the M06-2X/6-31+G(d,p) level.
- Characterization of nine emodepside-K+ conformers as stationary points.
- Natural Bond Orbital (NBO) and Block-Localized Wavefunction (BLW) energy decomposition analyses.
- Implicit solvent model (water, DMSO) simulations.
Main Results:
- Identified nine distinct emodepside-K+ conformers.
- A stable, cavitand-like (CC) structure emerged as the most energetically favorable.
- NBO and BLW analyses quantified bonding and energetic contributions to ion binding.
- Solvent effects on complex stability were evaluated.
Conclusions:
- The cavitand-like conformation is a key binding motif for K+ with emodepside.
- Computational methods provide detailed insights into ion-ligand interactions.
- Understanding these interactions can inform the design of new molecules with specific ion-binding properties.
Keywords:
2nd order perturbation effectBLW‐ED methodemodepsideimplicit solventmeta‐hybrid density functional analysisMore Related Videos
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