Titlebook: Crystallographic Statistics in Chemical Physics; An Approach to Stati Fedor Valach,Jan Ondráček,Milan Melník Book 1988 Springer-Verlag Berl

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978-3-662-01601-5Springer-Verlag Berlin Heidelberg 1988

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The Foreign Policy Election That Wasn’teir crystallographic origin, physical reality forces us to make some approximations. An experiment based on the diffraction of X-ray or neutron radiation by crystal makes it possible to obtain information on the positions of atoms or ions in the form of coordinates of local maxima of electron densit

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The Foreign Policy Election That Wasn’tinal monatomic entities belong to a certain type. The dispersion of lengths of these vectors expressed by the second central moment .. shows the value of 7.383 Å. for the sample of vector lengths of Zn. → 0, this value being much higher than 5.192 Å. for the sample of vector lengths for Zn. → S. In

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The Foreign Policy Election That Wasn’tometries using radial distributions of interatomic vectors. The classification of surroundings of a certain central monatomic entity M. can be based also on their symmetry. It has group — theoretical properties and it can be described by means of non — crystallographic symmetry point groups, of whic

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The Foreign Policy Election That Wasn’t of interatomic vector lengths, which are less than the most probable minimum value ..′ = 4.25 Å, where it is already difficult to suppose a fitting of some known statistical model. The non-rigid properties of central entities in this region, let us call it the . of entity M., apparently manifest th

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The Foreign Policy Election That Wasn’tn-rigid behavior in condensed matter. This intrinsic property of central entities can be expressed by the variance of interatomic vector lengths with common origin in the site of central entity of a certain type (M.), when the extrinsic variance (σ..) has no significant contribution. It is apparent

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Factors Influencing the Dispersion of Lengths of Interatomic Vectors,inal monatomic entities belong to a certain type. The dispersion of lengths of these vectors expressed by the second central moment .. shows the value of 7.383 Å. for the sample of vector lengths of Zn. → 0, this value being much higher than 5.192 Å. for the sample of vector lengths for Zn. → S. In

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Statistics of Crystallographic Sites of Central Monatomic Entities,ometries using radial distributions of interatomic vectors. The classification of surroundings of a certain central monatomic entity M. can be based also on their symmetry. It has group — theoretical properties and it can be described by means of non — crystallographic symmetry point groups, of whic