A SHELL CLASSIFICATION BY INTERPOLATION

C. Baiocchi, Carlo Lovadina

Mathematical Models and Methods in Applied Sciences · 2002 · 24 citations · 5 references

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Abstract

The shell problem and its asymptotic are investigated. A connection between the asymptotic behavior and real interpolation theory is established. Thus, a detailed study of the cases when neither the bending energy nor the membrane energy dominate is provided. An application to a cylindrical shell is also detailed. Although only the Koiter shells have been considered, the same procedure can be used for other models, such as Naghdi's one, for example.

References

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