At&m&--In case that the body with a cusp crack is under uniform heat Bow, thermal stress intensity factors are calculated by using the boundary element method with a linearized body force term, The crack surface is under an insulated or fixed temperature condition and the types of cracks are symmetr
Thermal stress intensity factors for an interfacial crack on a cusp-type inclusion
โ Scribed by Kang Yong Lee; Yong Hoon Jang
- Book ID
- 107752458
- Publisher
- Elsevier Science
- Year
- 1993
- Tongue
- English
- Weight
- 932 KB
- Volume
- 44
- Category
- Article
- ISSN
- 0013-7944
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๐ SIMILAR VOLUMES
The boundary element method is applied to determine thermal stress intensity factors for a cusp crack in a transient state. In the steady temperature field, numerical values of thermal stress intensity factors for a Griffith crack and a symmetric lip cusp crack in a finite body are in good agreement
AIrstrati-The thermal stress intensity factors for interface cracks of Griffith and symmetric lip cusp types under vertical uniform heat flow in a finite body are calculated by the boundary element method. The boundary conditions on the crack surfaces are insulated or fixed to constant temperature.
The steady state thermal stress intensity factors (TSIF'S) are analysed for hypocycloid, symmetric airfoil and symmetric lip type rigid cusp cracks embedded in infinite elastic solids, using BogdanotTs complex variable approach in plane thermoelasticity. Two thermal conditions are considered, one wi
## Abatnct -The thermal stress intensity factors (TSIF's) for the cusp cracks such as hypocycloid crack, symmetric airfoil crack and symmetric lip crack are determined by using Bogdanofh complex variable approaches in plane themmelasticity. The results are expressed in terms of periodic functions
Ahatract--The thermal stress intensity factors and the local stress field are derived at the singular points of a partially bonded rigid fiber embedded in an infinite elastic matrix. The solution of the problem is obtained as a limit case of the corresponding elliptical inclusion problem. Analytical