Influence of Retardation Time on Viscoelastic Behavior of Plane Beams Modeled by the Nonlinear Positional Formulation of the Finite Element Method

<div>Evolution of the nodal position correction vector and the residue vector for <i>Δt</i> = 11 s.</div>

Mathematical Problems in Engineering

fig8

Figure 8

Figure 8: Influence of Retardation Time on Viscoelastic Behavior of Plane Beams Modeled by the Nonlinear Positional Formulation of the Finite Element Method 

Figure 8 | Influence of Retardation Time on Viscoelastic Behavior of Plane Beams Modeled by the Nonlinear Positional Formulation of the Finite Element Method 