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Temporal evolution of surface structure and morphology in thin-film growth and etching processes.

机译:薄膜生长和蚀刻过程中表面结构和形态的时间演变。

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摘要

The temporal evolution of surface structure and morphology in growth and etching processes is of great importance to the understanding of such processes. For example, by looking at the time dependence of the surface roughness, one can often discover the scaling symmetries inherent in a process. In addition to providing clues about what mechanisms might be at work, these symmetries are also of practical interest. While much effort has been devoted to understanding the basic mechanisms that influence the temporal scaling of such systems, many systems still cannot be explained in terms of the known universality classes.; Studies of both continuum and discrete models of surface roughening are presented. The temporal scaling of the Kuramoto-Sivashinsky (KS) equation has been studied using direct numerical integration, and the existence of two distinct scaling regimes is observed. The results are discussed in the context of previous computational and analytical results and compared to existing experimental studies of ion sputtering. It is found that low-energy ion sputtering experiments are consistent with the early-time KS scaling regime; while high-energy ion sputtering experiments are consistent with asymptotic Kardar-Parisi-Zhang (KPZ) behavior. Next, the temporal scaling behavior of a line-of-sight model of surface roughening has been studied. The model can be applied to both growth and etching processes. Several different limiting cases for the sticking coefficients have been examined using analytical arguments and computational techniques, and it is found that the scaling exponents are, in some cases, universal. The predicted scaling exponents, in some cases, do not belong to any of the known universality classes and therefore define a new universality class. In another case, the exponents are identical to the exponents predicted by the Edwards-Wilkinson equation. The newly discovered universality classes are used to explain experimentally observed behavior of plasma etching and chemical vapor deposition processes, which could not be explained by any of the previously known universality classes. More generally, these universality classes can help uncover what processes are most important in certain experimental systems.; The temporal evolution of copper films thermally evaporated onto silicon oxide has also been studied. The structure of the film was monitored, during deposition, using reflection high-energy electron diffraction (RHEED). The films are found to be polycrystalline with face-centered cubic (fcc) grains. The crystal structure and surface morphology are studied as functions of time, and it is found that competitive texture evolution occurs, leading to an absence of (111), (200), and (220) oriented grains. The growth of facets is also studied, and it is found that the facet size grows exponentially with time. This behavior is explained in terms of facet coalescence. The results presented here illustrate several new methods of analyzing RHEED patterns and demonstrate the usefulness of RHEED for real-time characterization of polycrystalline films.
机译:生长和蚀刻过程中表面结构和形态的时间演变对理解此类过程非常重要。例如,通过观察表面粗糙度的时间依赖性,通常可以发现过程中固有的缩放比例对称性。除了提供有关可能起作用的机制的线索外,这些对称性也具有实际意义。尽管已经付出了很多努力来理解影响这种系统的时间缩放的基本机制,但是仍然不能根据已知的通用性类别来解释许多系统。提出了对表面粗糙化的连续模型和离散模型的研究。使用直接数值积分研究了Kuramoto-Sivashinsky(KS)方程的时间标度,并且观察到两个不同标度体系的存在。在先前的计算和分析结果的背景下讨论了结果,并与离子溅射的现有实验研究进行了比较。结果发现,低能离子溅射实验与早期的KS结垢方案是一致的。高能离子溅射实验与渐近Kardar-Parisi-Zhang(KPZ)行为一致。接下来,研究了表面粗糙化的视线模型的时间缩放行为。该模型可以应用于生长和蚀刻过程。粘滞系数的几种不同极限情况已使用分析论据和计算技术进行了研究,发现缩放指数在某些情况下是通用的。在某些情况下,预测的缩放指数不属于任何已知的通用性类别,因此定义了新的通用性类别。在另一种情况下,指数与通过Edwards-Wilkinson方程预测的指数相同。新发现的通用性类别用于解释实验观察到的等离子蚀刻和化学气相沉积过程的行为,而任何先前已知的通用性类别均无法解释。更笼统地说,这些通用性类别可以帮助发现某些过程在某些实验系统中最重要。还研究了热蒸发到氧化硅上的铜膜的时间演变。在沉积过程中,使用反射高能电子衍射(RHEED)监测薄膜的结构。发现这些膜是具有面心立方(fcc)晶粒的多晶。研究了晶体结构和表面形态随时间的变化,发现发生了竞争性的织构演变,导致缺少(111),(200)和(220)取向晶粒。还研究了刻面的生长,发现刻面的大小随时间呈指数增长。用多面合并来解释此行为。此处呈现的结果说明了几种分析RHEED图案的新方法,并证明了RHEED对于多晶膜实时表征的有用性。

著录项

  • 作者

    Drotar, Jason Todd.;

  • 作者单位

    Rensselaer Polytechnic Institute.;

  • 授予单位 Rensselaer Polytechnic Institute.;
  • 学科 Physics Condensed Matter.
  • 学位 Ph.D.
  • 年度 2002
  • 页码 133 p.
  • 总页数 133
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 O49;
  • 关键词

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