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Fracture on thin layer systems with realistic feature geometry.

机译:具有逼真的特征几何的薄层系统上的断裂。

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摘要

Thin films are commonly employed in many applications, varying from thermal barrier coatings to microprocessor computer chips. Reliability is an important issue in such applications, yet for some situations the quantitative details of mechanics of failure are not well understood. This paper investigates several different thin film fracture problems, with the goal of establishing a mechanics framework to quantify critical flaw sizes, configurations, stresses and material properties that lead to fracture.; The common feature among the problems investigated is that all incorporate some sort of realistic feature geometry. The first situation studied is an interface crack in a three-dimensional corner or edge geometry. The role of the crack front shape is investigated and propagation characteristics are determined. A second fracture scenario studied is finite length film channeling cracks, which are explicitly modeled in three-dimensions. It is determined when plane analyses are applicable, and different methods of calculating the energy release rate are compared. Plastic deformation of the substrate is also considered in this situation. Finally, a realistic model of microprocessor chip architecture is modeled. A plane model of a periodic repeating layered structure is created, and channel cracking between the sections is examined. The effects of section width, material properties, and residual stresses are considered.; Several important conclusions are drawn from the research presented in this dissertation. For interface cracks, the likelihood of crack propagation increases dramatically near the free edge, and the plane strain conditions are reached in the center of a crack when the aspect ratio (width to depth) of the crack front is greater than 4. For the channeling cracks emanating from a free edge, steady state conditions are reached more slowly than for contained channeling cracks, requiring crack lengths greater than 15 times the film thickness. In addition, traditional plane methods of calculating the energy release rate are inappropriate when a residual stress in the substrate causes plastic deformation. For the periodic architecture, decreasing the width of low-modulus sections may in some cases increase the risk of cracking, and residual stresses in adjacent layers significantly affects cracking (contrary to blanket film results).
机译:从热障涂层到微处理器计算机芯片,薄膜通常用于许多应用中。可靠性是此类应用程序中的重要问题,但是在某些情况下,故障机理的定量细节还不太清楚。本文研究了几个不同的薄膜断裂问题,目的是建立一个力学框架来量化导致断裂的关键缺陷尺寸,构型,应力和材料性能。研究的问题之间的共同特征是所有特征都包含某种现实的特征几何。研究的第一种情况是三维角或边几何中的界面裂纹。研究了裂纹前部形状的作用并确定了传播特性。研究的第二种断裂情形是有限长度的薄膜通道裂纹,该裂纹明确地以三维模型建模。确定何时可以进行平面分析,并比较计算能量释放速率的不同方法。在这种情况下,还考虑了基材的塑性变形。最后,对微处理器芯片架构的现实模型进行了建模。创建一个周期性重复分层结构的平面模型,并检查截面之间的通道开裂。考虑截面宽度,材料特性和残余应力的影响。本文的研究得出了几个重要的结论。对于界面裂纹,裂纹扩展的可能性在自由边缘附近急剧增加,并且当裂纹前沿的纵横比(宽度与深度)大于4时,在裂纹中心达到平面应变条件。从自由边缘发出的裂纹,达到稳态条件的速度要比包含的通道裂纹慢得多,需要的裂纹长度大于薄膜厚度的15倍。另外,当基板中的残余应力导致塑性变形时,计算能量释放速率的传统平面方法是不合适的。对于周期性结构,减小低模量截面的宽度在某些情况下可能会增加开裂的风险,并且相邻层中的残余应力会显着影响开裂(与覆盖膜结果相反)。

著录项

  • 作者

    Ambrico, Joseph Matthew.;

  • 作者单位

    The University of Connecticut.;

  • 授予单位 The University of Connecticut.;
  • 学科 Applied Mechanics.; Engineering Mechanical.
  • 学位 Ph.D.
  • 年度 2001
  • 页码 109 p.
  • 总页数 109
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 应用力学;机械、仪表工业;
  • 关键词

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