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February 11, 2026ChemistryOpen0 citationsOpen Access

Theoretical Study of Electrostatic Embedding and Properties of a Novel Quinolinone‐Chalcone Crystal and a Comparative Analysis with Dihydroquinolinone Analogs

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CVClodoaldo valverde ValverdeNPNathália M. PiresABAntônio N. Borges

Key Points

  • To investigate the linear and nonlinear optical properties of a novel quinolinone‐chalcone derivative using theoretical methods.
  • Conducted theoretical calculations using density functional theory DFT/CAM‐B3LYP/6‐311++G(d, p).
  • Employed electrostatic iterative charge embedding to simulate the crystalline environment.
  • Analyzed molecular dipole moment and nonlinear susceptibility and compared with dihydroquinolinone analogs.
  • Observed significant enhancement in molecular dipole moment due to crystal packing effects.
  • Calculated third-order nonlinear susceptibility at 532 nm, showcasing potential for optical switching.
  • Determined the HOMO-LUMO gap to be 4.14 eV.

Abstract

In this work, we study the linear and nonlinear optical properties of a novel quinolinone‐chalcone derivative, namely, 4(1H)‐quinolinone‐(E)‐4‐chlorobenzylidene‐4‐chlorophenyl‐phenylsulfonyl with formula C 28 H 19 Cl 2 NO 3 S. Theoretical calculations of the electrical properties of the quinolinone‐chalcone derivative crystal were performed at density functional theory DFT/CAM‐B3LYP/6‐311++G(d, p) level, both in the static and dynamic regimes. To simulate the crystalline environment, an electrostatic iterative charge embedding approach was employed, which revealed a redistribution of electronic density arising from crystalline polarization effects. This approach revealed a significant enhancement in the molecular dipole moment () due to crystal packing effects. The calculated third‐order nonlinear susceptibility at 532 nm was found to be , with a highest occupied molecular orbital‐lowest unoccupied molecular orbital gap of 4.14 eV, indicating a good potential for optical switching applications. Future experimental validations via Z‐scan and third‐harmonic generation measurements are proposed to corroborate these theoretical predictions.

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Cite This Study

Valverde et al. (2026) studied this question.

synapsesocial.com/papers/698c1bff267fb587c655e211https://doi.org/10.1002/open.202500527
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