Numerical treatment of thick shells with holes

París Carballo, Federico; Domínguez Abascal, José; Martín, A.; Alarcón, Enrique

París Carballo, Federico; Domínguez Abascal, José; Martín, A.; Alarcón, Enrique · 1979

Abstract

A. Boundary Integral Equation Method (B.1.E.M.) formulation is presented. After a general situation of the method among other usual numerical ones, the possibilities of discretizat ion are developed. As this is done only in the boundarythe treatment of tridimensional problems is greatly simplified in comparison with other methods. Sorne results on a simple shell with hales are finally presented.

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Numerical treatment of thick shells with holes

Author: París Carballo, Federico; Domínguez Abascal, José; Martín, A.; Alarcón, Enrique

Year: 1979

Source: https://idus.us.es/bitstreams/0b8293fc-8b3f-48a5-beac-bf24539d5241/download

NUMERICAL TREATMENT OF THICK SHELLS WITH HOLES
F .Pa is, J. Dominguez, A.Ma ín, E. Ala con.
Ca ed a de Es uc u as.
E. T .S. Ingenie os Indus iales. Uni e sidad Poli ecnica de Mad id. Spain.
A. Bounda y In eg al Equa ion Me hod (B.1.E.M.) o mula ion is p esen ed.
A e a gene al si ua ion o he me hod among o he usual nume ical ones,
he possibili ies o disc e iza ion a e de eloped. As his is done only in
he bounda y he ea men o idimensional p oblems is g ea ly simpli ied
in compa ison wi h o he me hods.
So ne esul s on a simple shell wi h hales a e inally p esen ed.
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