Method Dependence of Proline Ring Flexibility in the Poly-l-Proline Type II Polymer
Michele Cutini1, Marta Corno1, Piero Ugliengo1
1Department of Chemistry and NIS (Nanostructured Interfaces and Surfaces) Center, University of Torino , Via P. Giuria 7, 10125 Turin, Italy.
Journal of Chemical Theory and Computation
|December 16, 2016
Summary
Computational methods accurately predict collagen structure. A cost-effective approach combining Density Functional Theory (DFT) with HF-3c-027 structures enables large-scale collagen simulations, crucial for understanding bone and teeth.
Area of Science:
- Computational Chemistry
- Biomolecular Modeling
- Materials Science
Background:
- Collagen's structural features, dictated by the pyrrolidine ring of proline residues, are crucial for its mechanical properties.
- Accurate computational modeling of proline ring conformations is essential for understanding collagen's behavior.
- Existing methods for simulating proline ring energetics and geometry have limitations in accuracy and computational cost.
Purpose of the Study:
- To investigate the sensitivity of proline ring energetic and geometric features to various quantum mechanical computational approaches.
- To evaluate the performance of Density Functional Theory (DFT) with dispersion corrections (DFT-D) and Hartree-Fock based methods (HF-3c, HF-3c-027) for modeling proline conformers.
- To develop a cost-effective computational strategy for simulating large-scale collagen models.
Main Methods:
- Employed Density Functional Theory (DFT) with GGA PBE and hybrid B3LYP functionals, incorporating a posteriori empirical dispersion corrections (DFT-D).
- Assessed proline monomer, trimer, and polymer models to represent simplified collagen protein structures.
- Compared DFT-D results with cost-effective HF-3c and HF-3c-027 methods, accounting for basis set superposition error and dispersion interactions.
Main Results:
- Dispersion interactions were found to be critical for destabilizing specific proline ring conformers.
- While HF-3c and HF-3c-027 provided accurate structures, they were unreliable for predicting conformer energies.
- A hybrid DFT-D//HF-3c-027 approach yielded energies comparable to the more computationally expensive DFT-D//DFT-D method.
- The PBE functional is recommended as a cost-effective choice for electronic calculations in large collagen models.
- The most stable conformation of polyproline (type II) exhibited enhanced flexibility, aligning with experimental collagen data.
Conclusions:
- The cost-effective DFT-D//HF-3c-027 approach enables accurate energy predictions for proline conformers, facilitating simulations of larger collagen models.
- The PBE functional within DFT-D offers a balance of accuracy and computational efficiency for proline-based systems.
- These findings pave the way for large-scale atomistic simulations of the collagen/hydroxyapatite system, crucial for understanding bone and teeth.
- The study highlights the importance of dispersion corrections in accurately modeling proline ring conformations within collagen.
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