1996
DOI: 10.1139/v96-129
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Charge density in crystalline citrinin from X-ray diffraction at 19 K

Abstract: For the fungal metabolite citrinin, CI3Hl4O5, the total experimental electron distribution p(r) and its Laplacian V2p(r) have been obtained from an extensive set (36 564 measurements) of single-crystal X-ray diffracted intensities at a temperature of 19 f 2 K. Relevant steps in data collection and processing are reported. The resulting 7698 independent intensity data have been analysed with a multipole (pseudoatoms) formalism. The topological properties of p(r) have been determined according to the quantum the… Show more

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Cited by 81 publications
(66 citation statements)
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“…Finally, the 18 CÀH bond lengths in the methyl groups, ranging from 1.041(18) to 1.124 (14) ä, are comparable with the neutron average value of 1.059(30) ä. In this connection, it was noted [29] that when only very low temperature neutron measurements are considered, larger methyl CÀH distances are usually observed, approaching our average value.…”
Section: Resultssupporting
confidence: 83%
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“…Finally, the 18 CÀH bond lengths in the methyl groups, ranging from 1.041(18) to 1.124 (14) ä, are comparable with the neutron average value of 1.059(30) ä. In this connection, it was noted [29] that when only very low temperature neutron measurements are considered, larger methyl CÀH distances are usually observed, approaching our average value.…”
Section: Resultssupporting
confidence: 83%
“…The existence of a correlation between 1 b values and bond lengths has been extensively investigated. [29,37,38] Generally, both experimental and theoretical data fit a simple linear model, 1 b = aR AB + b, very well, giving similar slopes and only slightly different intercepts depending on the method used to obtain the data. To reduce the systematic differences due to the methodological approach (experimental apparatus, data treatment, etc.…”
Section: à30mentioning
confidence: 97%
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“…Structurefactor phases, which cannot be measured, are treated as Non-uniform prior-prejudice distribution UP Uniform prior-prejudice distribution NNM Non-nuclear density maximum ² Similar evidence of the inability of single-exponential deformation functions to account for all the information present in the observations have also been found in studies of organic (Howard et al, 1995;Roversi, Barzaghi, Merati & Destro, 1996) and inorganic (Souhassou et al, 1995) molecular crystals. constants at each cycle of re®nement and assumed equal to the calculated values at the previous cycle, but do undergo changes from one cycle to the next. This problem has recently been brought to general attention in the context of re®nement of macromolecular structures, where inappropriate treatment of phases can result in a signi®cant source of variance being absent from the least-squares variance±covariance matrix and in phase bias being locked in by the use of an incomplete model .…”
Section: Model Bias In Conventional Charge-density Studiesmentioning
confidence: 66%
“…This de®nition is ®rmly based on quantum-mechanical methods. Recently, the QTAM has been successfully applied to experimentally determined electron densities derived from X-ray singlecrystal diffraction data (Flensburg et al, 1995;Howard et al, 1995;Bianchi et al, 1996;Espinosa et al, 1996;Roversi et al, 1996;Koritsa  nszky et al, 1998;Madsen, Flensburg & Larsen, 1998;Madsen, Iversen et al, 1998). These analyses have been based on the location and characterization of critical points [r&r c 0] for intramolecular and hydrogen-bond interactions in the electron density.…”
Section: Introductionmentioning
confidence: 99%