THERMAL SHOCK ALONG THE OUTER CONTOUR OF A RING WITH CONSIDERATION OF CISCOUS ELASTIC IN THE MATERIAL.
Abstract
Starting from the heat conduction equation the author solves theoretically the two-dimensional dynamic axisymmetric problem of thermoelasticity. The thermal shock is applied along the outer contour of a ring immersed in a medium of constant temperature (at the initial instant of time the contour's temperature is raised suddenly to a specific temperature). The heat transferred through the inner contour of the ring is negligible compared to the heat transferred through the ring sides. The solution is derived within Kelvin's medium (replacing Hooke's medium) which is Viscoelastic and thus damps the resulting oscillations.
Document Details
- Document Type
- Technical Report
- Publication Date
- Aug 18, 1967
- Accession Number
- AD0666081
Entities
People
- Yu. S. Rudnytskii
Organizations
- National Air and Space Intelligence Center