曲面板の非線形理論 : その 2・各種殻への応用

概要

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In this paper, continuously part I, we attempt the application to the concretely represented shells with our general nonlinear theories which were constucted and developed at part I. The rigorous fundamental equations and those approximated ones for shallow shells (especially with surfaces of the second order), cylindrical spherical, conical and torus shells are derived in section 2, 3, 4 and 6, respectively. The resulting equilibrium equations for cylindrical and spherical are carefully compared with Love-Timoshenko's equations and examined those in detail. The appropriate constitutive equations are showed in each section. The lowest order shell equations, which are the simplest approximate nonlinear fundamental equations, are formulated for each shells by the reason that they play an important part in nonlinear analysis.
社団法人日本建築学会の論文
1976-01-30