Including crystallographic symmetry in quantum-based refinement: Q|R#2
Jazyk angličtina Země Spojené státy americké Médium print-electronic
Typ dokumentu časopisecké články
Grantová podpora
31870738
National Natural Science Foundation of China
CZ.02.1.01/0.0/0.0/15_003/000047
European Regional Development Fund
PubMed
31909742
DOI
10.1107/s2059798319015122
PII: S2059798319015122
Knihovny.cz E-zdroje
- Klíčová slova
- Hartree–Fock theory, cryo-EM, crystallography, fragmentation, graph-based clustering, quantum refinement, symmetry,
- MeSH
- konformace proteinů MeSH
- krystalografie rentgenová metody MeSH
- molekulární modely * MeSH
- receptory buněčného povrchu chemie MeSH
- software * MeSH
- vápníkové kanály chemie MeSH
- Publikační typ
- časopisecké články MeSH
- Názvy látek
- PKD2L1 protein, human MeSH Prohlížeč
- receptory buněčného povrchu MeSH
- vápníkové kanály MeSH
Three-dimensional structure models refined using low-resolution data from crystallographic or electron cryo-microscopy experiments can benefit from high-quality restraints derived from quantum-chemical methods. However, nonperiodic atom-centered quantum-chemistry codes do not inherently account for nearest-neighbor interactions of crystallographic symmetry-related copies in a satisfactory way. Here, these nearest-neighbor effects have been included in the model by expanding to a super-cell and then truncating the super-cell to only include residues from neighboring cells that are interacting with the asymmetric unit. In this way, the fragmentation approach can adequately and efficiently include nearest-neighbor effects. It has previously been shown that a moderately sized X-ray structure can be treated using quantum methods if a fragmentation approach is applied. In this study, a target protein (PDB entry 4gif) was partitioned into a number of large fragments. The use of large fragments (typically hundreds of atoms) is tractable when a GPU-based package such as TeraChem is employed or cheaper (semi-empirical) methods are used. The QM calculations were run at the HF-D3/6-31G level. The models refined using a recently developed semi-empirical method (GFN2-xTB) were compared and contrasted. To validate the refinement procedure for a non-P1 structure, a standard set of crystallographic metrics were used. The robustness of the implementation is shown by refining 13 additional protein models across multiple space groups and a summary of the refinement metrics is presented.
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