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- W813355363 abstract "The results of FEM calculations of stability of thin–walled spherical shells are presented. A static and dynamic stability analysis was conducted. Hemispherical shells and spherical caps with various dilation angles, subjected to external pressure, were considered. For each shell calculated, various boundary conditions of support were analyzed: joint, fixed and elastically fixed support. In the calculations, an axisymmetric and random discretization of the model was accounted for As a result of the calculations conducted for static loads, values of upper critical pressures and buckling modes of the shells were obtained. The results were presented for various shell thicknesses. The FEM solutions were compared to the available results obtained with analytical and numerical methods, showing a good conformity. Dynamic calculations were conducted for a triangular pulse load. On the basis of the Budiansky–Roth dynamic criterion of stability loss, values of upper dynamic critical pressures were obtained. Shell buckling modes were determined as well." @default.
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- W813355363 date "2010-01-01" @default.
- W813355363 modified "2023-09-27" @default.
- W813355363 title "Numerical Calculations of Stability of Spherical Shells" @default.
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