首页> 外文期刊>International Journal of Solids and Structures >AN ASYMPTOTIC ANALYSIS OF A TENSILE CRACK IN CREEPING SOLIDS COUPLED WITH CUMULATIVE DAMAGE .1. SMALL DAMAGE REGION AROUND THE CRACK TIP
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AN ASYMPTOTIC ANALYSIS OF A TENSILE CRACK IN CREEPING SOLIDS COUPLED WITH CUMULATIVE DAMAGE .1. SMALL DAMAGE REGION AROUND THE CRACK TIP

机译:累积损伤耦合蠕变体中拉伸裂纹的渐近分析.. 1。裂纹尖端附近的小损伤区域

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In a material that undergoes creeping deformation coupled with damage, the stress field around the tip of a stationary Mode I crack is treated in two distinct limiting cases. In Part I of the context, a parameter perturbation method is used to study the tip stress field with small damage. Taking a dimensionless coefficient as a perturbation parameter, which characterizes the concerned damage scale, a series of asymptotic solutions can be obtained with the zeroth order approximation being the HRR type of solution. By the results derived one is able to arrive at the distribution of stress and strain, with the coupling effect of damage being taken into account. In this way one is expected to gain a detailed understanding to how the damage influences the HRR tip field. Discussion to another limiting case, which is concerned with the large damage zone very near the crack tip, will be carried out in Part II (Lu, hi., Lee, S. B., Kim, J. Y. and May, H. C. (1996). An asymptotic analysis of a tensile crack in creeping solids coupled with cumulative damage-part II. Large damage region very near the crack tip. Int. J. Solids Structures (accepted)). (C) 1997 Elsevier Science Ltd. [References: 26]
机译:对于经历蠕变变形和损伤的材料,在两种不同的极限情况下,对固定的I型裂纹尖端周围的应力场进行了处理。在本文的第一部分中,使用参数摄动方法来研究损伤较小的尖端应力场。将无量纲系数作为扰动参数来表征所关注的损伤程度,可以得到一系列渐近解,其中零阶近似为HRR类型的解。通过得出的结果,可以考虑应力的耦合效应,得出应力和应变的分布。通过这种方式,人们有望对损伤如何影响HRR尖端场有详细的了解。在第二部分中将讨论另一种极限情形,该极限情形与裂纹尖端附近非常大的损伤区域有关(Lu,hi。,Lee,SB,Kim,JY和May,HC(1996)。蠕变固体中的拉伸裂纹的分析以及累积损伤-第二部分,非常靠近裂纹尖端的大损伤区域(国际J.固体结构(已接受))。 (C)1997 Elsevier Science Ltd. [参考:26]

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