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- W2006170431 abstract "In this paper the problems in multi-pin joints of laminated composite plates considering friction effects in the contact boundary are analyzed. The coulomb friction law is used and the contact constraint are handled by extended interior penalty methods. The perturbed variational principle is adopted to treat the non-differential term due to the coulomb friction, and the obtained equilibrium equation is discretized by the finite element method. The normal contact pressures and the tangential forces due to the frictional effect in the contact area are obtained by the penalty term without the increment of the number of unknowns, as in the Lagrange multiplier method. As numerical experiments, the joint problem with a single pin hole is, first, solved for various lamination angles of the plate and parameters such as clearances between pins and holes, friction coefficients and geometric factors of the plate. The computed results are compared with the existing ones by the previous workers and these agree well. The joint systems with two pin holes in series and in parallel are also analyzed in a similar manner. It is concluded that the formulation of composite joint problems considering frictional contact by utilizing the extended interior penalty method and the regularization process for the non-differentiable term is mathematically sound, physically reasonable and numerically efficient." @default.
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- W2006170431 title "Finite element analysis of laminated composite plates with multi-pin joints considering friction" @default.
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