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1.
Alexandra Lieb Juliane A. Kechele Robert Kraut Wolfgang Schnick Prof. Dr. 《无机化学与普通化学杂志》2007,633(1):166-171
The oxonitridoalumosilicates (so‐called sialons) MLn[Si4?xAlxOxN7?x] with M = Eu, Sr, Ba and Ln =Ho, Er, Tm, Yb were obtained by the reaction of the respective lanthanoid metal, the alkaline earth carbonates or europium carbonate, resp., AlN, “Si(NH)2” and MCl2 as a flux in a radiofrequency furnace at temperatures around 2100 °C. The compounds MLn[Si4?xAlxOxN7?x] are relevant for the investigation of substitutional effects on the materials properties due to their ability of tolerating a comparatively large phase width up to x ≈ 2.0(5). The crystal structures of the twelve compounds were refined from X‐ray single crystal data and X‐ray powder data and are found to be isotypic to the MYb[Si4N7] structure type. The compounds crystallize in space group P63mc (no. 186, hexagonal) and are made up of chains of so‐called starlike units [N[4](SiN3)4] or [N[4]((Si,Al)(O,N)3)4], respectively. These units are formed by four (Si,Al)(N/O)4 tetrahedra sharing a common central nitrogen atom. The structure refinement was performed utilizing an O/N‐distribution model according to Paulings rules, i.e. nitrogen was positioned on the four‐fold bridging site and nitrogen and oxygen were distributed equally on both of the two‐fold bridging sites, resulting in charge neutrality of the compound. The Si and Al atoms were distributed equally on their two crystallographic sites, referring to their elemental proportion in the compound, due to being poorly distinguishable by X‐ray methods. The chemical compositions of the compounds were derived from electron probe micro analyses (EPMA). 相似文献
2.
Photorefractive two-beam coupling equations with multiple spatial–temporal features: an SVD approach
We analyze the evolution of multi-feature two-beam coupling, wherein each beam contains several spatial–temporal features
(spatial patterns modulated by different signals), using a one-dimensional plane wave model to describe the evolution of paired
components. This general scenario is of interest for analyzing signal-processing applications of photorefractives, such as
source-separation by orthogonalization of source-modulated spatial patterns. We use singular-value decomposition (SVD) to
express each beam as a simple superposition of modes that are both temporally uncorrelated and spatially orthogonal. We find
a solution that is a natural matrix generalization of the scalar solution for simple two-beam coupling, and a test for its
validity: the two operators that give the spatial overlap associated with the temporal basis signals in the two beams must
commute. Equivalently, this means that the same set of signals must be modulating the SVD modes in the two beams. Then the
SVD modes are preserved in the two-beam coupling evolution, with only their amplitudes changing.
Dedicated to Prof. Dr. Eckard Kr?tzig on the occasion of his 60th birthday.
Received: 10 November 1998 / Revised version: 13 January 1999 / Published online: 7 April 1999 相似文献
3.
K. Kraut 《Fresenius' Journal of Analytical Chemistry》1886,25(1):169-172
Ohne Zusammenfassung 相似文献
4.
K. Kraut 《Fresenius' Journal of Analytical Chemistry》1864,3(1):34
Ohne Zusammenfassung 相似文献
5.
V. Henriques U. Klausen J. Race K. L. Zirm J. Benedict W. Zimmermann J. Robert S. W. Cole S. L. Leiboff B. S. Kahn B. Matsumoto L. Ambard F. Schmid T. Teorell S. Balachowski B. Bruns A. Fujita S. Kasahara F. Serio S. Fiandaca K. Lang O. Manasse H. Müller H. v. Pechmann G. Schmidt R. Willstätter H. Kraut O. Erbacher J. Sacks A. C. Jvy J. P. Burgess und J. E. Vandolah 《Fresenius' Journal of Analytical Chemistry》1933,93(1-2):64-80
Ohne Zusammenfassung 相似文献
6.
K. Kraut 《Fresenius' Journal of Analytical Chemistry》1865,4(1):166-167
Ohne Zusammenfassung 相似文献
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10.
K. Kraut 《Fresenius' Journal of Analytical Chemistry》1865,4(1):369
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