Sentence examples for using the classical lamination from inspiring English sources

The thermal residual stresses were also calculated using the classical lamination theory (CLT).

The uncertainty in elastic properties was propagated to strain under mechanical loading in a pressure vessel problem using the classical lamination theory.

Using the classical lamination plate theory, delamination is considered in the kinematic equations through jump functions and additional degrees of freedom.

The lamina stresses for thin composite coupons subjected to force and/or moment resultants are determined using the classical lamination theory and the first-ply failure strength is computed using the Tsai Wu failure criterion.

The actual stress components in the plies embedded in the cross-ply laminate are evaluated using a laminate constitutive model based on the classical lamination theory, in which the non-linear plastic deformation of inclined plies under in-plane off-axis loading is taken into account.

Comparison of the numerical results computed using the present triangular element with their analytical counterparts based on the classical lamination theory (CLT) in the thin plate regime also forms a major part of the present investigation.

The classical lamination theory and generalized plane strain model is used in the formulation of the elasticity problem.

Based on the classical lamination theory applicable to thin panels, a method of Ritz is used to derive a frequency equation wherein the displacement functions are modified to accommodate arbitrary sets of edge conditions for both in-plane and out-of-plane motions.

In the second step, the classical lamination theory (CLT) was employed to determine the TRS for CNF/CF/epoxy laminated nanocomposites.

In the analysis based on the classical lamination theory, the loss factor is deduced from the energy formulation for symmetrically laminated thin plates comprised of fiber reinforced layers and viscoelastic layers.

Within the classical lamination theory, the motion is governed by three partial differential equations.