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Application of synchrotron through-the-substrate microdiffraction to crystals in polished thin sections

机译:同步加速器通过衬底的微衍射在抛光薄截面晶体中的应用

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摘要

The synchrotron through-the-substrate X-ray microdiffraction technique (tts-μXRD) is extended to the structural study of microvolumes of crystals embedded in polished thin sections of compact materials [Rius, Labrador, Crespi, Frontera, Vallcorba & Melgarejo (2011). J.Synchrotron Rad. >18, 891–898]. The resulting tts-μXRD procedure includes some basic steps: (i) collection of a limited number of consecutive two-dimensional patterns (frames) for each randomly oriented crystal microvolume; (ii) refinement of the metric from the one-dimensional diffraction pattern which results from circularly averaging the sum of collected frames; (iii) determination of the reciprocal lattice orientation of each randomly oriented crystal microvolume which allows assigning the hkl indices to the spots and, consequently, merging the intensities of the different frames into a single-crystal data set (frame merging); and (iv) merging of the individual crystal data sets (multicrystal merging) to produce an extended data set suitable for structure refinement/solution. Its viability for crystal structure solution by Patterson function direct methods (δ recycling) and for accurate single-crystal least-squares refinements is demonstrated with some representative examples from petrology in which different glass substrate thicknesses have been employed. The section of the crystal microvolume must be at least of the same order of magnitude as the focus of the beam (15 × 15 µm in the provided examples). Thanks to its versatility and experimental simplicity, this method­ology should be useful for disciplines as disparate as petrology, materials science and cultural heritage.
机译:同步加速器通过衬底的X射线微衍射技术(tts-μXRD)扩展到嵌入紧凑材料的抛光薄片中的微体积晶体的结构研究[Rius,Labrador,Crespi,Frontera,Vallcorba和Melgarejo(2011) 。 J.同步加速器> 18 ,891–898]。所得的tts-μXRD过程包括一些基本步骤:(i)为每个随机取向的晶体微体积收集有限数量的连续二维图案(框架); (ii)根据一维衍射图对度量进行细化,该一维衍射图是对收集的帧之和进行循环平均后得出的; (iii)确定每个随机取向的晶体微体积的倒易晶格取向,这允许将hkl指数分配给斑点,并因此将不同框架的强度合并成单晶体数据集(框架合并); (iv)合并各个晶体数据集(多晶体合并)以产生适合于结构细化/求解的扩展数据集。通过岩石学的一些代表性实例证明了其对于通过Patterson函数直接方法(δ循环)进行晶体结构求解和对单晶最小二乘法进行精确精化的可行性,其中采用了不同的玻璃基板厚度。晶体微体积的截面必须至少与光束的焦点处于相同的数量级(在所提供的示例中为15×15μm)。由于它的多功能性和实验简单性,这种方法论应该对岩石学,材料科学和文化遗产等各学科有用。

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