Pages that link to "Item:Q1851123"

The following pages link to Analysis of large flexible body deformation in multibody systems using absolute coordinates (Q1851123):

Displaying 45 items.

• State of the art of ANCF elements regarding geometric description, interpolation strategies, definition of elastic forces, validation and the locking phenomenon in comparison with proposed beam finite elements (Q333278) (← links)
• A triangular plate element 2343 using second-order absolute-nodal-coordinate slopes: numerical computation of shape functions (Q394527) (← links)
• A quaternion-based formulation of Euler-Bernoulli beam without singularity (Q437342) (← links)
• Efficient dynamics analysis of large-deformation flexible beams by using the absolute nodal coordinate transfer matrix method (Q481835) (← links)
• A modeling of sliding joint on one-dimensional flexible medium (Q542081) (← links)
• Integration of absolute nodal elements into multibody system (Q547183) (← links)
• Dynamics of variable-length tethers with application to tethered satellite deployment (Q551139) (← links)
• Nonlinear formulation for flexible multibody system with large deformation (Q612374) (← links)
• An exact nonlinear hybrid-coordinate formulation for flexible multibody systems (Q612463) (← links)
• Modeling elastic beams using dynamic splines (Q632155) (← links)
• Geometric nonlinear formulation for thermal-rigid-flexible coupling system (Q740028) (← links)
• Frictional contact analysis of sliding joints with clearances between flexible beams and rigid holes in flexible multibody systems (Q785680) (← links)
• Multibody formulation with large bending finite elements (LBFE) (Q840226) (← links)
• Implicit and explicit integration in the solution of the absolute nodal coordinate differential/algebraic equations (Q840500) (← links)
• Nonlinear dynamics of three-dimensional belt drives using the finite element method (Q842134) (← links)
• A new locking-free shear deformable finite element based on absolute nodal coordinates (Q842220) (← links)
• Three-dimensional formulation of rigid-flexible multibody systems with flexible beam elements (Q941677) (← links)
• Multibody dynamics in computational mechanics and engineering applications (Q996652) (← links)
• The absolute coordinate formulation with elasto-plastic deformations (Q1768861) (← links)
• Large oscillations of a thin cantilever beam: physical experiments and simulation using the absolute nodal coordinate formulation (Q1826403) (← links)
• Flexible multibody systems with large deformations and nonlinear structural damping using absolute nodal coordinates (Q1826405) (← links)
• A new flexible multibody beam element based on the absolute nodal coordinate formulation using the global shape function and the analytical mode shape function (Q1826418) (← links)
• Use of Cholesky coordinates and the absolute nodal coordinate formulation in the computer simulation of flexible multibody systems (Q1974263) (← links)
• Experimental validation of rigid-flexible coupling dynamic formulation for hub-beam system (Q2014688) (← links)
• A low order, torsion deformable spatial beam element based on the absolute nodal coordinate formulation and Bishop frame (Q2034097) (← links)
• Geometrically exact beam equations in the adaptive DCA framework. I: Static example (Q2325833) (← links)
• Nonlinear constraints in the absolute coordinate formulation (Q2385320) (← links)
• Analysis of thin beams and cables using the absolute nodal co-ordinate formulation (Q2432385) (← links)
• Computational dynamics: theory and applications of multibody systems (Q2459456) (← links)
• Rigid-flexible coupling dynamics of three-dimensional hub-beams system (Q2461460) (← links)
• Finite elements using absolute nodal coordinates for large-deformation flexible multibody dynamics (Q2483287) (← links)
• Three-dimensional beam element based on a cross-sectional coordinate system approach (Q2499015) (← links)
• An internal damping model for the absolute nodal coordinate formulation (Q2499512) (← links)
• Modeling and dynamics analysis of helical spring under compression using a curved beam element with consideration on contact between its coils (Q2510294) (← links)
• Developments of multibody system dynamics: computer simulations and experiments (Q2642967) (← links)
• Analysis of multibody systems experiencing large elastic deformations (Q2655356) (← links)
• A formal procedure and invariants of a transition from conventional finite elements to the absolute nodal coordinate formulation (Q2655469) (← links)
• Dynamic modelling and analysis for a flexible brush sampling mechanism (Q2683350) (← links)
• Performance of nonlinear finite element formulations in flexible multibody simulations. (Q2767992) (← links)
• A GPU-based preconditioned Newton-Krylov solver for flexible multibody dynamics (Q2952737) (← links)
• Co-rotational Formulations for 3D Flexible Multibody Systems: A Nodal-Based Approach (Q5046175) (← links)
• A deformation approach to stress distribution in flexible multibody systems (Q5948634) (← links)
• Modelling and real-time dynamic simulation of flexible needles for prostate biopsy and brachytherapy (Q6161760) (← links)
• Three-dimensional dynamics of supported pipe conveying fluid with arbitrary initial spatial shape (Q6196337) (← links)
• The improvements of new absolute nodal coordinate formulation based continuum beam elements in convergence, accuracy and efficiency (Q6540431) (← links)