We propose a novel approach to the linear viscoelastic problem of shear-deformable
geometrically exact beams. The generalized Maxwell model for one-dimensional solids is …

The present paper presents a robust multi-patch formulation based on the isogeometric
collocation (IGA-C) method for the solution of linear, spatial Timoshenko beam structures …

The present paper discusses about optimal shape solution for a non-prismatic planar beam.
The proposed model is based on the standard Timoshenko kinematics hypothesis (ie …

The isogeometric finite volume analysis is utilized in this research to numerically simulate
the two-dimensional viscous wet-steam flow between stationary cascades of a steam turbine …

We propose a mixed stress-displacement isogeometric collocation method for nearly
incompressible elastic materials and for materials exhibiting von Mises plasticity. The …

With the emergence of isogeometric analysis (IGA), the Galerkin rotation-free discretization
of Kirchhoff–Love shells is facilitated, enabling more efficient thin shell structural analysis …

Non-prismatic beams are widely employed in several engineering fields, eg, wind turbines,
rotor blades, aircraft wings, and arched bridges. While analytical solutions for variable cross …

Laminated curved composite parts, used, eg, in the spar and ribs in aircraft and wind turbine
blades, are typically subjected to high interlaminar stresses. This work focuses on a two-step …

High-order shape functions used in isogeometric analysis allow the direct solution not only
to the weighted residual formulation of the strong form, opening the door to new integration …

We propose a novel approach to the implicit dynamics of shear-deformable geometrically
exact beams, based on the isogeometric collocation method combined with the Newmark …