Pages that link to "Item:Q2840399"

The following pages link to A Nitsche-based method for unilateral contact problems: numerical analysis (Q2840399):

Displaying 32 items.

• Nitsche-based models for the unilateral contact of plates (Q4958861) (← links)
• A fictitious domain method for frictionless contact problems in elasticity using Nitsche’s method (Q4967332) (← links)
• A Nitsche-based formulation for fluid-structure interactions with contact (Q5110272) (← links)
• Weak Imposition of Signorini Boundary Conditions on the Boundary Element Method (Q5123987) (← links)
• A Hybrid High-Order Discretization Combined with Nitsche's Method for Contact and Tresca Friction in Small Strain Elasticity (Q5132032) (← links)
• Augmented Lagrangian Method for Thin Plates with Signorini Boundaries (Q5152844) (← links)
• A Polygonal Discontinuous Galerkin Formulation for Contact Mechanics in Fluid-Structure Interaction Problems (Q5163912) (← links)
• Symmetric and non-symmetric variants of Nitsche’s method for contact problems in elasticity: theory and numerical experiments (Q5179216) (← links)
• On Nitsche's Method for Elastic Contact Problems (Q5221024) (← links)
• Augmented Lagrangian finite element methods for contact problems (Q5226425) (← links)
• A priori error for unilateral contact problems with Lagrange multipliers and isogeometric analysis (Q5243250) (← links)
• A Nitsche finite element method for dynamic contact: 1. Space semi-discretization and time-marching schemes (Q5249743) (← links)
• A Nitsche finite element method for dynamic contact: 2. Stability of the schemes and numerical experiments (Q5249744) (← links)
• Sensitivity analysis of a Tresca-Type Problem leads to Signorini’s conditions (Q5864589) (← links)
• A shape optimization algorithm based on directional derivatives for three‐dimensional contact problems (Q6082502) (← links)
• Time domain boundary elements for elastodynamic contact (Q6096513) (← links)
• Mixed and Nitsche's discretizations of Coulomb frictional contact-mechanics for mixed dimensional poromechanical models (Q6099230) (← links)
• Discontinuous Galerkin methods for hemivariational inequalities in contact mechanics (Q6101676) (← links)
• Residual a posteriori error estimation for frictional contact with Nitsche method (Q6134426) (← links)
• A displacement‐driven approach to frictional contact mechanics (Q6148543) (← links)
• Error estimates of piezoelectric Signorini's contact problems (Q6148904) (← links)
• A mechanically consistent unified formulation for fluid-porous-structure-contact interaction (Q6497182) (← links)
• An a posteriori error analysis based on equilibrated stresses for finite element approximations of frictional contact (Q6497193) (← links)
• A consistent and versatile computational approach for general fluid-structure-contact interaction problems (Q6554118) (← links)
• Space-time boundary elements for frictional contact in elastodynamics (Q6557835) (← links)
• HHT-\(\alpha\) and TR-BDF2 schemes for dynamic contact problems (Q6558966) (← links)
• A stable and optimally convergent LaTIn-CutFEM algorithm for multiple unilateral contact problems (Q6565737) (← links)
• Augmented Lagrangian and Galerkin least-squares methods for membrane contact (Q6569256) (← links)
• A reduced basis method for frictional contact problems formulated with Nitsche's method (Q6574914) (← links)
• Two Nitsche-based mixed finite element discretizations for the seepage problem in Richards' equation (Q6641901) (← links)
• The mixed penalty method for the Signorini problem (Q6652076) (← links)
• VEM-Nitsche fully discrete polytopal scheme for frictionless contact-mechanics (Q6668643) (← links)