Pages that link to "Item:Q2308619"

The following pages link to A new framework for large strain electromechanics based on convex multi-variable strain energies: conservation laws, hyperbolicity and extension to electro-magneto-mechanics (Q2308619):

Displaying 32 items.

• A solid-shell formulation based on the assumed natural inhomogeneous strains for modeling the viscoelastic response of electro-active polymers (Q785469) (← links)
• Electromechanical macroscopic instabilities in soft dielectric elastomer composites with periodic microstructures (Q1658682) (← links)
• An energy-momentum time integration scheme based on a convex multi-variable framework for non-linear electro-elastodynamics (Q1986227) (← links)
• A new computational framework for electro-activation in cardiac mechanics (Q1987938) (← links)
• A first order hyperbolic framework for large strain computational solid dynamics. III: Thermo-elasticity (Q2020820) (← links)
• A convex multi-variable based computational framework for multilayered electro-active polymers (Q2021243) (← links)
• Constitutive modeling of magneto-viscoelastic polymers, demagnetization correction, and field-induced Poynting effect (Q2042312) (← links)
• A thermodynamically consistent time integration scheme for non-linear thermo-electro-mechanics (Q2072440) (← links)
• Viscoelastic up-scaling rank-one effects in in-silico modelling of electro-active polymers (Q2072459) (← links)
• A computational framework for topology optimisation of flexoelectricity at finite strains considering a multi-field micromorphic approach (Q2096837) (← links)
• Structural and material electro-mechanical instabilities in microstructured dielectric elastomer plates (Q2134341) (← links)
• A mixed variational framework for the design of energy-momentum integration schemes based on convex multi-variable electro-elastodynamics (Q2173581) (← links)
• Towards an efficient computational strategy for electro-activation in cardiac mechanics (Q2173633) (← links)
• A computational framework for incompressible electromechanics based on convex multi-variable strain energies for geometrically exact shell theory (Q2309054) (← links)
• A curvilinear high order finite element framework for electromechanics: from linearised electro-elasticity to massively deformable dielectric elastomers (Q2310167) (← links)
• A computational framework for large strain nearly and truly incompressible electromechanics based on convex multi-variable strain energies (Q2310317) (← links)
• A new framework for large strain electromechanics based on convex multi-variable strain energies: variational formulation and material characterisation (Q2417575) (← links)
• A new framework for large strain electromechanics based on convex multi-variable strain energies: finite element discretisation and computational implementation (Q2417576) (← links)
• On a family of numerical models for couple stress based flexoelectricity for continua and beams (Q2666551) (← links)
• A polyconvex transversely-isotropic invariant-based formulation for electro-mechanics: stability, minimisers and computational implementation (Q2679445) (← links)
• Isotropic polyconvex electromagnetoelastic bodies (Q3300733) (← links)
• A reduced mixed finite-element formulation for modeling the viscoelastic response of electro-active polymers at finite deformation (Q3304279) (← links)
• Equilibria of Charged Hyperelastic Solids (Q5037721) (← links)
• A novel mixed and energy‐momentum consistent framework for coupled nonlinear thermo‐electro‐elastodynamics (Q6062825) (← links)
• Gradient enhanced Gaussian process regression for constitutive modelling in finite strain hyperelasticity (Q6120133) (← links)
• Neural network-based multiscale modeling of finite strain magneto-elasticity with relaxed convexity criteria (Q6121688) (← links)
• Electro-mechanical actuation modulates fracture performance of soft dielectric elastomers (Q6139945) (← links)
• Nonlinear electro-elastic finite element analysis with neural network constitutive models (Q6497139) (← links)
• An accurate and efficient three-dimensional high-order finite element methodology for the simulation of magneto-mechanical coupling in MRI scanners (Q6553860) (← links)
• A dynamic variational multiscale method for viscoelasticity using linear tetrahedral elements (Q6557522) (← links)
• Learning nonlinear constitutive models in finite strain electromechanics with Gaussian process predictors (Q6630898) (← links)
• Stretch-based hyperelastic constitutive metamodels via gradient enhanced Gaussian predictors (Q6643567) (← links)