Abstract: | 1. |
The described general method of designing structural elements (a type of thin nonsloping shell of revolution) under cyclic loading, which has been approved for the case of a spherical notched shell, is effective, and can also be employed for other types and shapes of thin-wall designs of constant or variable thickness.
| 2. |
Stabilization of the stress state during cyclic loading is heavily dependent on the applied-loading rate and occurs (according to the results of the design and experiments under consideration) during the 2–10th loading cycle for a load range of 10 q 25 kg/cm2.
| 3. |
As the loading in the shell increases, the stress concentration diminishes from a value k =3.5, which corresponds to the elastic state, to 1.3 at which point the strain concentration reaches a maximum value with q=15 kg/cm2 for the material in question, and then decreases; this is associated with the transition of the shell into the plastic state. These results can be used to evaluate the low-cycle strength of standard structural elements, and to determine the factors of safety and the bearing capacity under cyclic loading.
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