Abstract
In this work, the torsion of a non-linear viscoelastic slab between two infinite plates about non-coincident axes, where the top and the bottom boundary surfaces are bounded to rigid plates, is studied. The boundary-initial value problem is formulated and is solved numerically, with deformation prescribed at boundaries. The numerical procedure is such that at each time step, the problem is equivalent to a system of three coupled non-linear partial integro-differential equations for time and the displacement functions.
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