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Limit analysis of thin simply supported plastic-rigid plates
Distributions can be constructed by using two holomorphic functions of variable complex whose coefficients of development in series depends on equation of conformal mapping of area delimited by plate in unitary circle.
Limit analysis of thin simply supported plastic-rigid plates
Distributions can be constructed by using two holomorphic functions of variable complex whose coefficients of development in series depends on equation of conformal mapping of area delimited by plate in unitary circle.
Limit analysis of thin simply supported plastic-rigid plates
Analisi limite di piastre sottili appoggiate plastico rigide
Villaggio, P. (author)
1965
9 pages
Article (Journal)
English
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