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Guyan reduction method condenses the SRBE as a super element.
In this study a newly spherical super element is designed and implemented to some problems.
Different geometries are investigated to verify the accuracy and efficiency of the presented super element.
First a plate structure is modelled with a newly developed spectral super element.
These numerical eigensolutions are subsequently used to develop a super element that simulates the elastic behavior around the inclusion corner.
The parametric studies of different corrugation shapes demonstrate the suitability of the proposed super element for application in further detailed design investigations.
Similar(36)
The proposed method uses super elements, substructures and fictitious beams.
The proposed method employs super elements developed using the matrix condensation technique and fictitious beams are used in the development of super elements to enforce the compatibility at the interfaces of super elements.
The analysis method uses super elements developed using the matrix condensation technique.
The building is divided in a very small number of super elements.
The generalized internal nodal and gravity forces for super elements as well as the accurate tangential stiffness matrices are formulated.
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