Abstract
A very slender 3D body is accurately solved by using boundary element elastostatic analysis in which accurate evaluation of the quasi-singular and the singular integral for a slender element should be considered. This study also shows the validity of the direct regular method (DRM), particularly for the problem of cantilever plates. From this study, it becomes possible to analyze the thin plate as well as the thin cylindrical shell even if the aspect ratio is in the hundreds.
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