Materials Map

Discover the materials research landscape. Find experts, partners, networks.

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The Materials Map is an open tool for improving networking and interdisciplinary exchange within materials research. It enables cross-database search for cooperation and network partners and discovering of the research landscape.

The dashboard provides detailed information about the selected scientist, e.g. publications. The dashboard can be filtered and shows the relationship to co-authors in different diagrams. In addition, a link is provided to find contact information.

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Materials Map under construction

The Materials Map is still under development. In its current state, it is only based on one single data source and, thus, incomplete and contains duplicates. We are working on incorporating new open data sources like ORCID to improve the quality and the timeliness of our data. We will update Materials Map as soon as possible and kindly ask for your patience.

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1.080 Topics available

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693.932 PEOPLE
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in Cooperation with on an Cooperation-Score of 37%

Topics

Publications (17/17 displayed)

  • 2024Understanding and simulating mechanochromism in dye-dispersed polymer blends: from atomistic insights to macroscopic propertiescitations
  • 2023Effect of Polymer Composition on the Optical Properties of a New Aggregation-Induced Emission Fluorophore: A Combined Experimental and Computational Approachcitations
  • 2023Effect of Polymer Composition on the Optical Properties of a New Aggregation-Induced Emission Fluorophore:A Combined Experimental and Computational Approachcitations
  • 2022Red‐emitting tetraphenylethylene derivative with aggregation‐induced enhanced emission for luminescent solar concentrators: A combined experimental and density functional theory study25citations
  • 2015Enhanced electrical and magnetic properties in La0.7Sr0.3MnO3 thin films deposited on CaTiO3 buffered silicon substrates20citations
  • 2013Predicting the physico-chemical properties of chemicals based on QSPR modelscitations
  • 2013Prediction of thermal properties of organic peroxides using QSPR modelscitations
  • 2012Global and local quantitative structure-property relationship models to predict the impact sensitivity of nitro compounds20citations
  • 2012Development of validated QSPR models for impact sensitivity of nitroaliphatic compounds32citations
  • 2012La0.7Sr0.3MnO3 suspended microbridges for uncooled bolometers made using reactive ion etching of the silicon substratescitations
  • 2011Development of a QSPR model for predicting thermal stabilities of nitroaromatic compounds taking into account their decomposition mechanisms37citations
  • 2010Excited state properties from ground state DFT descriptors : A QSPR approach for dyes25citations
  • 2010QSPR modeling of thermal stability of nitroaromatic compounds : DFT vs AM1 calculated descriptors31citations
  • 2010Predicting explosibility properties of chemicals from quantitative structure-property relationships20citations
  • 2009On the prediction of thermal stability of nitroaromatic compounds using quantum chemical calculations40citations
  • 2009Predicting explosibility properties of chemicals from quantitative structure-property relationshipscitations
  • 2008Quantitative structure-property relationship studies for predicting explosibility of nitroaromatic compoundscitations

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Pucci, Andrea
4 / 60 shared
Wang, Qinfan
4 / 4 shared
Ciofini, Ilaria
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Ottochian, Alistar
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Turelli, Michele
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Picchi, Alberto
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Picchioni, Francesco
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Heijkoop, Jesse
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Micheletti, Cosimo
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Ventura, Francesco
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Schlom, D. G.
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Guillet, Bruno
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Méchin, Laurence
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Pan, X. Q.
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Schiffer, P.
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Routoure, Jean-Marc
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Katz, M.
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Theeg, T.
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Mercone, Sylvana
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Schubert, J.
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Fayet, Guillaume
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Rotureau, Patricia
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Prana, Vinca
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Liu, Shuang
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Fur, Cédric
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Lemarié, Florian
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Aryan, Ammar
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Joubert, Laurent
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Wathelet, Valérie
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Jacquemin, Denis
1 / 14 shared
Perpete, Eric A.
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Co-Authors (by relevance)

  • Pucci, Andrea
  • Wang, Qinfan
  • Ciofini, Ilaria
  • Ottochian, Alistar
  • Turelli, Michele
  • Picchi, Alberto
  • Picchioni, Francesco
  • Heijkoop, Jesse
  • Micheletti, Cosimo
  • Ventura, Francesco
  • Misra, R.
  • Zander, W.
  • Schlom, D. G.
  • Wu, Sheng
  • Guillet, Bruno
  • Méchin, Laurence
  • Pan, X. Q.
  • Schiffer, P.
  • Routoure, Jean-Marc
  • Katz, M.
  • Theeg, T.
  • Mercone, Sylvana
  • Schubert, J.
  • Fayet, Guillaume
  • Rotureau, Patricia
  • Prana, Vinca
  • Liu, Shuang
  • Fur, Cédric
  • Lemarié, Florian
  • Aryan, Ammar
  • Joubert, Laurent
  • Wathelet, Valérie
  • Jacquemin, Denis
  • Perpete, Eric A.
OrganizationsLocationPeople

article

Excited state properties from ground state DFT descriptors : A QSPR approach for dyes

  • Wathelet, Valérie
  • Jacquemin, Denis
  • Fayet, Guillaume
  • Perpete, Eric A.
  • Rotureau, Patricia
  • Adamo, Carlo
Abstract

This work presents a quantitative structure-property relationship (QSPR)-based approach allowing an accurate prediction of the excited-state properties of organic dyes (anthraquinones and azobenzenes) from ground-state molecular descriptors, obtained within the (conceptual) density functional theory (DFT) framework. The ab initio computation of the descriptors was achieved at several levels of theory, so that the influence of the basis set size as well as of the modeling of environmental effects could be statistically quantified. It turns out that, for the entire data set, a statistically-robust four-variable multiple linear regression based on PCM-PBE0/6-31G calculations delivers a R-adj(2) of 0.93 associated to predictive errors allowing for rapid and efficient dye design. All the selected desc ri ptors are independent of the dye's family, an advantage over previously designed QSPR schemes. On top of that, the obtained accuracy is comparable to the one of the today's reference methods while exceeding the one of hardness-based fittings. QSPR relationships specific to both families of dyes have also been built up. This work paves the way towards reliable and computationally affordable color design for organic dye.

Topics
  • density
  • impedance spectroscopy
  • theory
  • hardness
  • density functional theory