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Simple HÜckel and LewIS embedded in the Hückel theory Obtain orbitals with the simple Hückel method + resonance energy, aromaticity Additionnaly, the weights of a mesomeric scheme can be obtained from either energies differences (HL-CI) or overlaps (HL-P)
Nicolas Goudard, Yannick Carissan, Denis Hagebaum-Reignier et Stéphane Humbel |
April 2012: a PhD position is available in HuLiS development team. Please contact Denis as soon as possible, and before may 15th 2012.
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Hückel Calculator
- Build your molecule (in the simple Hückel framework, "Hückel" tools, blue left area)
- At this point, HuLiS behave like other simple Hückel programs with quite a few additionnal features such as :
- Developped chemical formulae drawing (with explicited hydrogens),
- Relevant π orbitals drawing,
- Adjustable numbering of the atoms,
- Adjustable parameters bond per bond (off diagonal terms) and atom per atom (diagonal terms of the hamiltonian). These can be usefull for reparameterization for new atoms or Möebius-like systems.
- Orbital drawing is obtained by clicking the energetic levels.
- The results button gives access .. to the full results (text format).
- Build all the mesomeric structures you are interested in ("Lewis" tools, orange right area).
- Per default the simple HL-CI scheme is applied
- The more elaborated HL-P scheme is selected through the option menu
- HuLiS will give some idea about the weight of each of your structures.
- You can use the slider on the right to select the N lowest structures.
Ressources
Java related informations
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To use HuLiS, the minimum version 1.5 of JAVA must be installed on your computer. You can check your JAVA version typing "java -version" in a command prompt window. You can downlad the latest version of JAVA here. |  |
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You can see release notes here for more informations about HuLiS versions. |  |
References
This contribution from is based on the following publications. Thanks for citing them:
Y. Carissan, D. Hagebaum-Reignier, N. Goudard, S. Humbel Hückel-Lewis-Projection Method: A “Weights Watcher” for Mesomeric Structures: J. Phys. Chem. A. 2008, 112 (50), 13256–13262
D. Hagebaum-Reignier, R. Girardi, Y. Carissan and S. Humbel Hückel theory for Lewis structures J. Mol. Struct. (THEOCHEM) 2007, 817 99-109
Stéphane Humbel Getting the Weights of Lewis Structures out of Hückel Theory: Hückel–Lewis Configuration Interaction (HL-CI) J. Chem. Educ. 2007 84 , 1056-1061
Feel free to send remarks and suggestions to the contact adress.
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2012
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