A corotational approach is used to analyze toroidal shells under static-dyn
amic lending. This approach decomposes the deformation into stretches and r
igid-body rotations, examining the deformed state with respect to an orthog
onal rigidly translated and rotated triad located at the point or interest
on the deformed structure. The Jaumann stresses and strains are employed in
the algorithm. Local and layerwise thickness stretching and shear warping
functions are used to model the 3D behavior of the shell. These functions,
developed through the use of the constitutive equations, enforce the contin
uity of stresses and displacements required at the ply interfaces and lamin
ate surfaces. The model is validated against toroidal shell data available
in the literature, and it shows good agreement.