SOLUTION AND NUMERICAL ANALYSIS FOR THERMAL ELLIPTIC INCLUSION IN PLANE ELASTICITY

作者：Chen, Y. Z.^*

来源：Journal of Thermal Stresses, 2015, 38(9): 1022-1033.

DOI：10.1080/01495739.2015.1040301

• Complex variable method
• Constant distribution of temperature
• Eshelby's elliptic inclusion
• Linear distribution of temperature
• Plane elasticity

By using the conformal mapping technique and the continuity conditions along the interface, a general solution and numerical analysis for thermal elliptic inclusion in plane elasticity are presented. In the study, two types of temperature distributions in the inclusion, the constant distribution and the linear distribution, are assumed. In the first case, the strains and stresses in the inclusion remain constant. However, in the second case, the strains and stresses in the inclusion do not stay constant. For a particular case, a numerical example is carried out.

• 出版日期2015
• 单位江苏大学