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Flavonoid as a Potent Antioxidant: Quantitative Structure-Activity Relationship Analysis, Mechanism Study, and Molecular Design by Synergizing Molecular Simulation and Machine Learning.

Ling LuYajie LuanHuaqi WangYangyang GaoSi-Zhu WuXiu-Ying Zhao
Published in: The journal of physical chemistry. A (2024)
In this work, a quantitative structure-antioxidant activity relationship of flavonoids was performed using a machine learning (ML) method. To achieve lipid-soluble, highly antioxidant flavonoids, 398 molecular structures with various substitute groups were designed based on the flavonoid skeleton. The hydrogen dissociation energies (Δ G 1 , Δ G 2 , and Δ G 3 ) related to multiple hydrogen atom transfer processes and the solubility parameter (δ) of flavonoids were calculated using molecular simulation. The group decomposition results and the calculated antioxidant parameters constituted the ML data set. The artificial neural network and random forest models were constructed to predict and analyze the contribution of the substitute groups and positions to the antioxidant activity. The results showed the hydroxyl group at positions B4', B5', and B6' and the branched alkyl group at position C3 in the flavonoid skeleton were the optimal choice for improving antioxidant activity and compatibility with apolar organic materials. Compared to the pyrogallol group-grafted flavonoid, the designed potent flavonoid decreased Δ G 1 and δ by 2.2 and 15.1%, respectively, while Δ G 2 and Δ G 3 kept the favorable lower values. These findings suggest that an efficient flavonoid prefers multiple ortho-phenolic hydroxyl groups and suitable sites with hydrophobic groups. The combination of molecular simulation and the ML method may offer a new research approach for the molecular design of novel antioxidants.
Keyphrases
  • machine learning
  • oxidative stress
  • high resolution
  • single molecule
  • big data
  • artificial intelligence
  • deep learning
  • ionic liquid
  • molecular dynamics
  • wastewater treatment
  • fatty acid
  • density functional theory