Start >> Lamination Theory >> Transverse Shear Stiffness
Computes the laminate effective transverse shear stiffness for plate bending. The model solves for the transverse shear stress distribution for a net shear load, and uses total strain energy to define an effective shear stiffness. This stiffness is divided by thickness to yield an effective modulus. General laminates can have coupling term between the xz and yz components. Therefore, there is a Gxzyz term defined that couples gamma xz strain to tau yz stress.
Enter the layer material properties as a list {Ex, Ey, Gxy, nuxy}:
Enter the layer interlaminar shear stiffness {Gxz, Gyz}:
Enter a stacking sequence {theta1, theta2, ...}: Help on advanced stack entry
Enter the default per-ply thickness
Tabulate expanded stacking sequence
Plot transverse shear stress distribution
Page History Notes
Copyright Materials Sciences Corporation, 2001