混合模式断裂韧性演化-体积法

O. Zebri, H. El Minor, A. Bendarma
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引用次数: 1

摘要

在断裂力学中,人们最感兴趣的是应力强度因子,它描述了裂纹尖端前的奇异应力场,并在达到临界应力强度因子时控制试样的断裂。本文研究了在I+II混合模式下,考虑到特定的加载条件,用体积法研究了由缺口引起的材料断裂韧性的应力强度因子,并对具有不同几何形状和边界条件的各种u形缺口圆形圆环试样进行了测试。弯曲试件采用有限元法计算,局部应力分布采用Abaqus/CAE软件计算。对结果进行了评估,以确定不同缺口的应力强度因子的演变以及与缺口根部的加载距离。该研究表明,对于所有不同几何形状的缺口,韧性不是材料固有的。
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Evolution of Tenacity in Mixed Mode Fracture – Volumetric Approach
Abstract In fracture mechanics most interest is focused on stress intensity factors, which describe the singular stress field ahead of a crack tip and govern fracture of a specimen when a critical stress intensity factor is reached. In this paper, stress intensity factors which represents fracture toughness of material, caused by a notch in a volumetric approach has been examined, taking into account the specific conditions of loading by examining various U-notched circular ring specimens, with various geometries and boundary conditions, under a mixed mode I+II. The bend specimens are computed by finite element method (FEM) and the local stress distribution was calculated by the Abaqus/CAE. The results are assessed to determine the evolution of the stress intensity factor of different notches and loading distances from the root of notch. This study shows that the tenacity is not intrinsic to the material for all different geometries notches.
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Mechanics and Mechanical Engineering
Mechanics and Mechanical Engineering Engineering-Automotive Engineering
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