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Solving protein structure from sparse serial microcrystal diffraction data at a storage-ring synchrotron source

In recent years, the success of serial femtosecond crystallography and the paucity of beamtime at X-ray free-electron lasers have motivated the development of serial microcrystallography experiments at storage-ring synchrotron sources. However, especially at storage-ring sources, if a crystal is too...

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Autores principales: Lan, Ti-Yen, Wierman, Jennifer L., Tate, Mark W., Philipp, Hugh T., Martin-Garcia, Jose M., Zhu, Lan, Kissick, David, Fromme, Petra, Fischetti, Robert F., Liu, Wei, Elser, Veit, Gruner, Sol M.
Formato: Online Artículo Texto
Lenguaje:English
Publicado: International Union of Crystallography 2018
Materias:
Acceso en línea:https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6126656/
https://www.ncbi.nlm.nih.gov/pubmed/30224958
http://dx.doi.org/10.1107/S205225251800903X
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author Lan, Ti-Yen
Wierman, Jennifer L.
Tate, Mark W.
Philipp, Hugh T.
Martin-Garcia, Jose M.
Zhu, Lan
Kissick, David
Fromme, Petra
Fischetti, Robert F.
Liu, Wei
Elser, Veit
Gruner, Sol M.
author_facet Lan, Ti-Yen
Wierman, Jennifer L.
Tate, Mark W.
Philipp, Hugh T.
Martin-Garcia, Jose M.
Zhu, Lan
Kissick, David
Fromme, Petra
Fischetti, Robert F.
Liu, Wei
Elser, Veit
Gruner, Sol M.
author_sort Lan, Ti-Yen
collection PubMed
description In recent years, the success of serial femtosecond crystallography and the paucity of beamtime at X-ray free-electron lasers have motivated the development of serial microcrystallography experiments at storage-ring synchrotron sources. However, especially at storage-ring sources, if a crystal is too small it will have suffered significant radiation damage before diffracting a sufficient number of X-rays into Bragg peaks for peak-indexing software to determine the crystal orientation. As a consequence, the data frames of small crystals often cannot be indexed and are discarded. Introduced here is a method based on the expand–maximize–compress (EMC) algorithm to solve protein structures, specifically from data frames for which indexing methods fail because too few X-rays are diffracted into Bragg peaks. The method is demonstrated on a real serial microcrystallography data set whose signals are too weak to be indexed by conventional methods. In spite of the daunting background scatter from the sample-delivery medium, it was still possible to solve the protein structure at 2.1 Å resolution. The ability of the EMC algorithm to analyze weak data frames will help to reduce sample consumption. It will also allow serial microcrystallography to be performed with crystals that are otherwise too small to be feasibly analyzed at storage-ring sources.
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spelling pubmed-61266562018-09-17 Solving protein structure from sparse serial microcrystal diffraction data at a storage-ring synchrotron source Lan, Ti-Yen Wierman, Jennifer L. Tate, Mark W. Philipp, Hugh T. Martin-Garcia, Jose M. Zhu, Lan Kissick, David Fromme, Petra Fischetti, Robert F. Liu, Wei Elser, Veit Gruner, Sol M. IUCrJ Research Papers In recent years, the success of serial femtosecond crystallography and the paucity of beamtime at X-ray free-electron lasers have motivated the development of serial microcrystallography experiments at storage-ring synchrotron sources. However, especially at storage-ring sources, if a crystal is too small it will have suffered significant radiation damage before diffracting a sufficient number of X-rays into Bragg peaks for peak-indexing software to determine the crystal orientation. As a consequence, the data frames of small crystals often cannot be indexed and are discarded. Introduced here is a method based on the expand–maximize–compress (EMC) algorithm to solve protein structures, specifically from data frames for which indexing methods fail because too few X-rays are diffracted into Bragg peaks. The method is demonstrated on a real serial microcrystallography data set whose signals are too weak to be indexed by conventional methods. In spite of the daunting background scatter from the sample-delivery medium, it was still possible to solve the protein structure at 2.1 Å resolution. The ability of the EMC algorithm to analyze weak data frames will help to reduce sample consumption. It will also allow serial microcrystallography to be performed with crystals that are otherwise too small to be feasibly analyzed at storage-ring sources. International Union of Crystallography 2018-07-20 /pmc/articles/PMC6126656/ /pubmed/30224958 http://dx.doi.org/10.1107/S205225251800903X Text en © Ti-Yen Lan et al. 2018 http://creativecommons.org/licenses/by/2.0/uk/ This is an open-access article distributed under the terms of the Creative Commons Attribution (CC-BY) Licence, which permits unrestricted use, distribution, and reproduction in any medium, provided the original authors and source are cited.http://creativecommons.org/licenses/by/2.0/uk/
spellingShingle Research Papers
Lan, Ti-Yen
Wierman, Jennifer L.
Tate, Mark W.
Philipp, Hugh T.
Martin-Garcia, Jose M.
Zhu, Lan
Kissick, David
Fromme, Petra
Fischetti, Robert F.
Liu, Wei
Elser, Veit
Gruner, Sol M.
Solving protein structure from sparse serial microcrystal diffraction data at a storage-ring synchrotron source
title Solving protein structure from sparse serial microcrystal diffraction data at a storage-ring synchrotron source
title_full Solving protein structure from sparse serial microcrystal diffraction data at a storage-ring synchrotron source
title_fullStr Solving protein structure from sparse serial microcrystal diffraction data at a storage-ring synchrotron source
title_full_unstemmed Solving protein structure from sparse serial microcrystal diffraction data at a storage-ring synchrotron source
title_short Solving protein structure from sparse serial microcrystal diffraction data at a storage-ring synchrotron source
title_sort solving protein structure from sparse serial microcrystal diffraction data at a storage-ring synchrotron source
topic Research Papers
url https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6126656/
https://www.ncbi.nlm.nih.gov/pubmed/30224958
http://dx.doi.org/10.1107/S205225251800903X
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