Cohesive Models for Anti-Plane Mode Fracture in Dissimilar Structures: Effect of Small/Large Scale Yielding Conditions on Computed Fracture Load

IF 1.5 4区 工程技术 Q3 ENGINEERING, MECHANICAL
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引用次数: 0

Abstract

The study delves into the issue of anti-plane mode cracking in dissimilar structures, commonly encountered in welds, composites and functionally graded materials. Achieving an accurate representation of these structures involves acknowledging a gradual variation of elastic properties across interfaces, achieved by incorporating a non-homogeneous layer characterized by finite width and bounded variable elastic properties. The investigation builds upon a model previously developed employing a numerical solution to a singular integral equation using the Dugdale cohesive law. In this paper, a comparable model based on the finite element method, incorporating an implemented cohesive model is introduced. The primary focus is on calculating the fracture load, allowing for a subsequent comparative analysis of results. The ensuing discussion revolves around the calculated relative sizes of cohesive zones, considering the corresponding implications of small/large-scale yielding conditions. While both approaches yield sufficiently similar fracture load values for small cohesive zone sizes, noticeable scatter is observed in instances of larger cohesive zone sizes.

异种结构中反平面模式断裂的内聚模型:小/大尺度屈服条件对计算断裂荷载的影响
摘要 本研究深入探讨了焊接、复合材料和功能分级材料中常见的异种结构中的反平面模态开裂问题。要准确表述这些结构,就必须承认跨界面弹性特性的渐变性,而实现这种渐变性的方法是将具有有限宽度和有界可变弹性特性的非均质层纳入其中。这项研究建立在之前开发的模型基础上,该模型采用了 Dugdale 内聚定律对奇异积分方程进行数值求解。本文介绍了一个基于有限元法的可比模型,其中包含一个已实施的内聚模型。主要重点是计算断裂载荷,以便随后对结果进行比较分析。随后的讨论围绕计算出的内聚区相对大小展开,并考虑小/大尺度屈服条件的相应影响。虽然两种方法都能得出小尺寸内聚区的足够相似的断裂载荷值,但在较大尺寸内聚区的情况下会出现明显的差异。
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来源期刊
CiteScore
2.90
自引率
7.70%
发文量
76
审稿时长
>12 weeks
期刊介绍: Transactions of Mechanical Engineering is to foster the growth of scientific research in all branches of mechanical engineering and its related grounds and to provide a medium by means of which the fruits of these researches may be brought to the attentionof the world’s scientific communities. The journal has the focus on the frontier topics in the theoretical, mathematical, numerical, experimental and scientific developments in mechanical engineering as well as applications of established techniques to new domains in various mechanical engineering disciplines such as: Solid Mechanics, Kinematics, Dynamics Vibration and Control, Fluids Mechanics, Thermodynamics and Heat Transfer, Energy and Environment, Computational Mechanics, Bio Micro and Nano Mechanics and Design and Materials Engineering & Manufacturing. The editors will welcome papers from all professors and researchers from universities, research centers, organizations, companies and industries from all over the world in the hope that this will advance the scientific standards of the journal and provide a channel of communication between Iranian Scholars and their colleague in other parts of the world.
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