Partial Hybrid Stress Element for Higher-Order Laminated Plates Theory

by Yi-Ping Tseng, Tamkang Univ, Taiwan,
Tzu-Chiang Wu, Tamkang Univ, Taiwan,



Document Type: Proceeding Paper

Part of: Mechanics Computing in 1990's and Beyond

Abstract:

The partial hybrid stress method is applied to higher-order plate theory for orthotropic laminated plates. This new element performs better than displacement formulation and approaches the accuracy of hybrid formulation with much less stress parameters. The governing equations of plate are also derived from the modified Hellinger-Reissner principle.

Subject Headings: Plates | Laminated materials | Shear stress | Hybrid methods | Finite element method | Transverse shear | Displacement (mechanics)

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