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Formulating general theory for thick shell analysis
Analysis of thick shells by two approaches -- infinite series expansion for geometric quantities and employment of special functions; first approach is exhaustively developed and second is briefly considered; another phenomenon is that related with instability of thick shells with small deviations from ideal surface; this problem may be partially solved by introducing Monte Carlo type technique; technique here presented is concerned with introduction of random function for simulating deviation from idealized middle surface; introduced function consists of curvature discontinuities randomly distributed over theoretical surface according to two-dimensional filtered Poisson process.
Formulating general theory for thick shell analysis
Analysis of thick shells by two approaches -- infinite series expansion for geometric quantities and employment of special functions; first approach is exhaustively developed and second is briefly considered; another phenomenon is that related with instability of thick shells with small deviations from ideal surface; this problem may be partially solved by introducing Monte Carlo type technique; technique here presented is concerned with introduction of random function for simulating deviation from idealized middle surface; introduced function consists of curvature discontinuities randomly distributed over theoretical surface according to two-dimensional filtered Poisson process.
Formulating general theory for thick shell analysis
ASCE -- Relation Eng Mechanics Research Practice Civ Eng
Martinez-Marquez, A. (author)
ASCE -- Relation of Eng Mechanics Research to Practice of Civil Engineering ; 1966
1966
43 pages
Conference paper
English
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