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Ivan Carnimeo

Researcher at European Union

Publications -  24
Citations -  8053

Ivan Carnimeo is an academic researcher from European Union. The author has contributed to research in topics: Quantum ESPRESSO & Density functional theory. The author has an hindex of 17, co-authored 23 publications receiving 4895 citations. Previous affiliations of Ivan Carnimeo include International School for Advanced Studies & University of Pisa.

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Toward anharmonic computations of vibrational spectra for large molecular systems

TL;DR: In this article, the procedure for the simulation of vibrational spectra of large molecular systems beyond the harmonic approximation is discussed, and the quality of system-specific reduced dimensional anharmonic approaches is first validated by comparison with computations taking into account all modes simultaneously for anisole and glycine.
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Anharmonic theoretical simulations of infrared spectra of halogenated organic compounds

TL;DR: This work simulates the IR spectra of eight halogenated molecules, using two common hybrid and double-hybrid density functionals in conjunction with both double- and triple-ζ quality basis sets (SNSD and cc-pVTZ) as well as employing the coupled-cluster theory with basis sets of at least triple- ζ quality.
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Fully ab initio IR spectra for complex molecular systems from perturbative vibrational approaches: Glycine as a test case

TL;DR: Perturbative anharmonic computations have been used to simulate the IR spectrum of glycine, taking into account its three most stable conformers as mentioned in this paper, and the results show that direct simulation of the overall vibrational spectrum within a second-order perturbative treatment is feasible and leads to a better understanding of experimental data.
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Computational Spectroscopy of Large Systems in Solution: The DFTB/PCM and TD-DFTB/PCM Approach

TL;DR: DFTB is evaluated as a component in a hybrid approach, together with a more refined quantum mechanical (QM) method and PCM, for the specific case of anharmonic vibrational spectra.
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Analytical gradients for MP2, double hybrid functionals, and TD-DFT with polarizable embedding described by fluctuating charges.

TL;DR: A polarizable quantum mechanics (QM)/ molecular mechanics (MM) approach recently developed for Hartree–Fock and Kohn–Sham methods has been extended to energies and analytical gradients for MP2, double hybrid functionals, and TD‐DFT models, thus allowing the computation of equilibrium structures for excited electronic states together with more accurate results for ground electronic states.