Title of article :
Multilayer shells: Geometrically-exact formulation of equations of motion
Author/Authors :
L. Vu-Quoc، نويسنده , , I. K. Ebcio lu، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 2000
Abstract :
arbitrary and not necessarily restricted to three as in the case of sandwich shells. Based entirely in terms of stress
resultants, the formulation accommodates ®nite deformation in membrane, bending, and shear deformation. Typical
of geometrically-exact formulation, the kinematics of the shell is referred directly to an inertial frame, and not by
means of a ¯oating frame. The motion of a transverse ®ber of an N-layer shell is exactly that of a chain of N rigid
links connected by universal joints, in three-dimensional space. The kinematics of deformation in each layer is
expressed in terms of the deformation of an arbitrary layer chosen as a reference layer. The thickness and side
dimensions of each layer are also arbitrary. These features allow a convenient modeling of multilayer shells with ply
drop-os. We also show that the present formulation reduces exactly to the case of multilayer beam
Keywords :
Geometrically-exact shell theory , Composite multilayer shells , Dynamics , Equations of motion , Large deformation , Large overall motion , Layerwise formulation
Journal title :
International Journal of Solids and Structures
Journal title :
International Journal of Solids and Structures