Thermal fracture interference: a two-dimensional boundary element approach

被引:0
作者
G. I. GIANNOPOULOS
N. K. ANIFANTIS
机构
[1] University of Patras,Machine Design Laboratory, Mechanical and Aeronautics Engineering Department
来源
International Journal of Fracture | 2005年 / 132卷
关键词
Boundary element analysis; crack closure; frictional contact analysis; incremental procedure; stress intensity factor; thermal shock.;
D O I
暂无
中图分类号
学科分类号
摘要
Thermal loading of fractured structures is associated with the development of differential deformations along crack surfaces which result in the closure of the crack. Inherent non-linearities demand application of numerical procedures to resolve this problem. In this paper, a boundary element procedure is formulated to treat crack surface interference imposed under thermal steady-state or transient loadings. An iterative-incremental procedure is developed to deal with the non-linearity produced by the frictional contact of the crack surfaces. The open, adhesion and slip contact conditions are modeled through the utilization of the multi-domain technique. Two approaches are followed regarding the thermal boundary contact conditions along the crack region. In the first, crack surfaces are assumed to be thermally insulated. This assumption simplifies the formulation significantly. In the second, the crack surfaces are assumed to provide perfect thermal contact. Thermal stress intensity factors are evaluated from traction nodal results that adopt singular elements in the crack tip region. Numerical examples are illustrated, discussed and compared with analytical solutions, where possible. Fracture characteristics are predicted in terms of the involved parameters. As a general conclusion, peak values of thermal stress intensity factors depend on the friction conditions existing between crack faces.
引用
收藏
页码:351 / 369
页数:18
相关论文
共 30 条
  • [1] Alonso P.(1995)BEM applied to 2D thermoelastic contact problems including conduction and forced convection in interstitial zones Engineering Analysis with Boundary Elements 15 249-259
  • [2] Garrido Garcia J.A.(2001)Crack surface interference: a finite element analysis Engineering Fracture Mechanics 68 1403-1415
  • [3] Anifantis N.K.(1986)Analysis of mixed mode fracture and crack closure using the boundary integral equation method International Journal of Fracture 30 13-29
  • [4] Karami G.(1995)On the computation of mode I and mode II thermal shock stress intensity factors using a boundary-only element method International Journal for Numerical Methods in Engineering 38 4157-4169
  • [5] Fenner R.T.(1996)Performance of quarter-point boundary elements in analyzing thermally stressed kinked and curved cracks Computer Methods in Applied Mechanics and Engineering 137 153-165
  • [6] Katsareas D.E.(1991)Transient heating vs. cooling of interfacial cracks in ceramic-to-metal bonds Engineering Fracture Mechanics 38 371-383
  • [7] Anifantis N.K.(1992)Two-dimensional boundary element contact mechanics analysis of angled crack problems Engineering Fracture Mechanics 42 273-288
  • [8] Katsareas D.E.(1993)Bem frictional contact analysis: Load incremental technique Computers and Structures 47 893-905
  • [9] Anifantis N.K.(1983)The penny-shaped interface crack with heat flow. Part1: Perfect contact ASME Journal of Applied Mechanics 50 29-36
  • [10] Kokini K.(1984)On the use of quarter-point boundary elements for stress intensity factor computations International Journal for Numerical Methods in Engineering 20 1941-1950