加熱された剛体円環がはめ込まれた無限円柱の非定常熱応力 : 第3報,非軸対称加熱の場合

抄録

This work is concerned with the determination of transient thermal stresses in a long circular cylinder inserted into a short rigid heated ring. It is assumed that the heating condition is asymmetrical with respect to θ. The problem is formulated in terms of a integral equation using the Fourier series, Fourier transform and Neumann series. The radial, hoop and axial stresses have singularities at the end of a short rigid ring on a cylindrical surface. The factors are defined to evaluate the singularity of stresses, and the relation between these factors is derived.