端面に偏心円形加熱を受ける横等方性有限円柱の非定常熱応力

抄録

The present paper is concerned with the three-dimensional transient thermal stress problem in a transversely isotropic finite circular cylinder subjected to an eccentric partial heat source on an end surface, and the convective heat losses into the surrounding medium from the surfaces. This problem is analyzed by means of the transversely isotropic potential function method to stresses. For numerical examples, the temperature and thermal stresses were calculated for a graphite which belongs under a transverse isotropy and compared with those of isotropy. The effects of the length of the circular cylinder on the temperature and thermal stresses were researched.