THERMAL ANALYSIS OF CONICAL SHELLS
- Author
- Witt, F. J.
- Published
- United States : [publisher not identified], 1961.
[Oak Ridge, Tennessee] : [U.S. Atomic Energy Commission], 1961. - Physical Description
- microopaque : positive ; 8 x 13 cm
- Summary
- The differential equation of a conical shell subjected to axisymmetrical temperature distributions is derived. The temperature distribution may vary in the meridional direction and linearly through the thickness, and, in order to obtain a particular solution to the differential equation, the expression for the temperature distribution is assumed to be the sum of a hyperbolic and a cubic function. The particular solution is superposed on the general solution for pressure and axial loading. All the formulas for a complete analysis are given and an example is solved. Approximating an exponential temperature function by the function described above is discussed. (auth)
- Report Numbers
- CF-61-5-80
- Other Subject(s)
- Collection
- U.S. Atomic Energy Commission depository collection.
- Note
- NSA number: NSA-15-024942
OSTI Identifier 4021989
Research organization: Oak Ridge National Lab., Tenn..
View MARC record | catkey: 39681879