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- W197392202 abstract "Simplified differential equations governing the deformations of thin circular conical shells subjected to arbitrary loads and arbitrary temperature distributions are derived by the principle of the minimum total energy. The equations reduce to Donnell's expressions when the cone angle approaches zero. The same method of solution with slightly relaxed boundary conditions for the non- dimensional displacement along a generator, and the non-dimensional circumferential displacement, is then applied to the thermal buckling problem of truncated conical shells subjected to axisymmetrical temperature distributions. A typical example is analyzed. The equations are also extended to include problems of elastic stability. (J.R.D.)" @default.
- W197392202 created "2016-06-24" @default.
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- W197392202 date "1959-12-01" @default.
- W197392202 modified "2023-09-27" @default.
- W197392202 title "BUCKING OF CONICAL SHELLS UNDER EXTERNAL PRESSURE AND THERMAL STRESSES. Technical Final Report" @default.
- W197392202 hasPublicationYear "1959" @default.
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