Numerical experiment based on non-linear micropolar finite element to study micro-rotations generated by the non-symmetric Maxwell stress tensor

Cites Work

Robust numerical calculation of tangent moduli at finite strains based on complex-step derivative approximation and its application to localization analysis
Multiphysics and thermodynamic formulations for equilibrium and non-equilibrium interactions: non-linear finite elements applied to multi-coupled active materials
Numerically generated tangent stiffness matrices using the complex variable derivative method for nonlinear structural analysis
Non-linear and hysteretical finite element formulation applied to magnetostrictive materials
Some variational principles in elastic dielectric and elastic magnetic materials
Mechanics of generalized continua. One hundred years after the Cosserats. Papers based on the presentations at the EUROMECH colloquium 510, Paris, France, May 13--16, 2009.
Nonlinear electroelastostatics: a variational framework
The Minkowski and Abraham tensors, and the non-uniqueness of non-closed systems. Resolution of the controversy
An approach to generalized one-dimensional self-similar elasticity
Nonlinear electroelasticity
Numerical investigations of field-defect interactions in piezoelectric ceramics
Plasticity coupled with thermo-electric fields: thermodynamics framework and finite element method computations
On a family of numerical models for couple stress based flexoelectricity for continua and beams
Electrostatic Forces and Stored Energy for Deformable Dielectric Materials
Numerical modelling of non-linear electroelasticity
Numerical Differentiation of Analytic Functions

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