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Modified Statistical Dynamical Diffraction Theory: A Novel Metrological Analysis Method for Partially Relaxed and Defective Carbon-doped Silicon and Silicon Germanium Heterostructures.

机译:修正的统计动态衍射理论:部分弛豫和有缺陷的碳掺杂硅和硅锗异质结构的新型计量分析方法。

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摘要

The statistical dynamical diffraction theory, which has been initially developed by late Kato remained in obscurity for many years due to intense and difficult mathematical treatment that proved to be quite challenging to implement and apply. With assistance of many authors in past (including Bushuev, Pavlov, Pungeov, and among the others), it became possible to implement this unique x-ray diffraction theory that combines the kinematical (ideally imperfect) and dynamical (the characteristically perfect diffraction) into a single system of equations controlled by two factors determined by long range order and correlation function within the structure. The first stage is completed by the publication (Shreeman and Matyi, J. Appl. Cryst., 43, 550 (2010)) demonstrating the functionality of this theory with new modifications hence called modified statistical dynamical diffraction theory (mSDDT). The foundation of the theory is also incorporated into this dissertation, and the next stage of testing the model against several ion-implanted SiGe materials has been published: (Shreeman and Matyi, physica status solidi (a)208(11), 2533-2538, 2011). The dissertation with all the previous results summarized, dives into comprehensive analysis of HRXRD analyses complete with several different types of reflections (symmetrical, asymmetrical and skewed geometry). The dynamical results (with almost no defects) are compared with well-known commercial software. The defective materials, to which commercially available modeling software falls short, is then characterized and discussed in depth. The results will exemplify the power of the novel approach in the modified statistical dynamical diffraction theory: Ability to detect and measure defective structures qualitatively and quantitatively. The analysis will be compared alongside with TEM data analysis for verification and confirmation. The application of this theory will accelerate the ability to quickly characterize the relaxed/partially relaxed/fully strained semiconductors using non-destructive HRXRD metrology.
机译:统计动力学衍射理论是由加藤后期提出的,它由于经过严格而困难的数学处理而被掩盖了很多年,事实证明,这种方法难以实施和应用。在过去许多作者的帮助下(包括Bushuev,Pavlov,Pungeov等),实现了将运动学(理想情况下是不完美)和动力学(特征上是完美的衍射)结合到一起的独​​特的X射线衍射理论成为可能。由两个因素控制的单一方程组,该因素由结构内的长程阶数和相关函数确定。第一阶段由出版物(Shreeman和Matyi,J. Appl。Cryst。,43,550(2010))完成,该出版物展示了该理论的功能,并进行了新的修改,因此被称为改进的统计动态衍射理论(mSDDT)。该理论的基础也被纳入到本论文中,并且已经发布了针对几种离子注入的SiGe材料测试模型的下一阶段:(Shreeman and Matyi,Physica status solidi(a)208(11),2533-2538 ,2011)。总结了所有先前的结果后,本文将对HRXRD分析进行全面分析,其中包括几种不同类型的反射(对称,不对称和倾斜几何)。动态结果(几乎没有缺陷)与著名的商业软件进行了比较。然后对表征不足的材料(市场上可买到的建模软件所欠缺的)进行了表征和深入讨论。结果将证明这种新方法在改进的统计动态衍射理论中的能力:能够定性和定量地检测和测量缺陷结构。该分析将与TEM数据分析进行比较,以进行验证和确认。该理论的应用将提高使用无损HRXRD度量快速表征松弛/部分松弛/完全应变的半导体的能力。

著录项

  • 作者

    Shreeman, Paul K.;

  • 作者单位

    State University of New York at Albany.;

  • 授予单位 State University of New York at Albany.;
  • 学科 Nanoscience.;Engineering Materials Science.;Nanotechnology.
  • 学位 Ph.D.
  • 年度 2012
  • 页码 150 p.
  • 总页数 150
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

  • 入库时间 2022-08-17 11:43:20

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