2006
DOI: 10.1107/s0909049506046589
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The many faces of radiation-induced changes

Abstract: During diffraction experiments even cryo-cooled protein crystals can be significantly damaged due to chemical and physical changes induced by absorbed X-ray photons. The character and scale of the observed effects depend strongly on the temperature and the composition of crystals. The absorption of radiation energy results in incremental regular changes to the crystal structure, making its impact on the process of solving the structure strongly correlated with other experimental variables. An understanding of … Show more

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Cited by 48 publications
(85 citation statements)
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“…As noticed by Kmetko et al (2006) and also by others (Borek et al, 2007), accumulating X-ray dose at a particular temperature produces the same scaling B-factor increase irrespectively of how the same dose was generated by different combinations of mass-absorption coefficients, exposure time and beam intensity. This relationship between the dose and the B rel increase can be explained by the statistical properties of atom displacements generated by X-ray radiation.…”
Section: Research Papersmentioning
confidence: 67%
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“…As noticed by Kmetko et al (2006) and also by others (Borek et al, 2007), accumulating X-ray dose at a particular temperature produces the same scaling B-factor increase irrespectively of how the same dose was generated by different combinations of mass-absorption coefficients, exposure time and beam intensity. This relationship between the dose and the B rel increase can be explained by the statistical properties of atom displacements generated by X-ray radiation.…”
Section: Research Papersmentioning
confidence: 67%
“…For uncooled crystals, it is the dominant source of resolution-dependent intensity decay. However, for cryocooled crystals unit-cell changes are typically so minuscule (Borek et al, 2007;Ravelli et al, 2002;Murray & Garman, 2002) that the contribution of lattice disorder to the overall diffraction decay is not significant. In some special cases, discussed in x3.1.3, nonlinear effects may cause lattice disorder, but this will have more consequences than solely the overall decay of the diffraction pattern.…”
Section: Sources Of the Analyzed Diffraction Datamentioning
confidence: 99%
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