Tesi etd-02082022-163212 |
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Tipo di tesi
Tesi di dottorato di ricerca
Autore
NOTTOLI, MICHELE
URN
etd-02082022-163212
Titolo
Fast and Accurate Multilayer Polarizable Embedding Strategies for the Static and Dynamic Modeling of Complex Systems
Settore scientifico disciplinare
CHIM/02
Corso di studi
SCIENZE CHIMICHE E DEI MATERIALI
Relatori
tutor Prof. Lipparini, Filippo
relatore Prof.ssa Mennucci, Benedetta
relatore Prof.ssa Mennucci, Benedetta
Parole chiave
- amoeba
- computational chemistry
- ddcosmo
- multilayer embedding
- pcm
- polarizable embedding
- qm
- qmmm
- quantum chemistry
- theoretical chemistry
- three-layer
Data inizio appello
18/02/2022
Consultabilità
Completa
Riassunto
The computational modeling of molecules embedded in complex (bio)matrices is extremely challenging due to the large dimension of these systems and the complex interactions between the various parts. An effective strategy is resorting to the combination of hybrid quantum/classical models in combination with the use of molecular dynamics techniques, such that the interesting part is described with high accuracy, whereas the rest of the environment is described in a cheap and affordable way. Despite the large diffusion of quantum/classical models, their application to larger and larger systems is still challenging. On one side their implementation often relies on quadratically scaling codes in the number of classical atoms, on the other side the model themselves present intrinsic limitations.
In this work, we improved existing quantum/classical implementations both based on molecular mechanics and on polarizable continuum models, such that they can be readily applied to very large systems thanks to a computational cost linear scaling in the classical atoms. Finally, we combined an atomistic model and a polarizable continuum model in a three layer quantum/atomistic/continuum description which takes advantage of the strengths of the two kind of models.
In this work, we improved existing quantum/classical implementations both based on molecular mechanics and on polarizable continuum models, such that they can be readily applied to very large systems thanks to a computational cost linear scaling in the classical atoms. Finally, we combined an atomistic model and a polarizable continuum model in a three layer quantum/atomistic/continuum description which takes advantage of the strengths of the two kind of models.
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