Thermal stress and bowing of a tube subjected to a temperature distribution independent of tube length.
Institution: | Naval Postgraduate School |
---|---|
Department: | |
Year: | 1964 |
Record ID: | 1583778 |
Full text PDF: | http://hdl.handle.net/10945/13285 |
The theorem of least work was used to investigate the stress pattern and bowing, i,e, uniform curvature, of an initially straight thin tube subjected to a steady temperature distribution independent of the longitudinal coordinate of the tube. Simple equations were developed for stress, strain, and bowing- They show that if the thermal strain is expressed as a Fourier series, the tangential stress is small and is a function of the first harmonic only, the axial stress is a function only of the second and higher harmonics, and the bowing is a function only of the first harmonic.