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The rotation-free formulation of shell elements is elegant and efficient but demands special care to enforce reliably essential translational and rotational boundary conditions which is even more challenging in the case of trimmed boundaries as common in CAD models.
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The paper is concerned with a dynamic formulation of shells and the development of a corresponding robust energy momentum integration scheme within the framework of enhanced finite elements.
The method is tested for a finite element spatial formulation of shells based on mixed interpolations of strain tensorial components and on a two-parameter representation of director rotations.
We have developed three unique formulations of shell cross-linked nanoparticles (SCK NPs) loaded with a silver-bearing moiety in either the shell, the core, or both the shell and the core and investigated their efficacy for the treatment of P. aeruginosa in a mouse pneumonia model.
The formulation of present shell and beam model stems from the basic concept of Ahmad [1].
The formulation of the shell model is based on the basic concept of Ahmad.
The Simo element is used in the finite element formulation of the shell equilibrium equations.
The use of millifluidic devices paves the way to an integrative formulation of core-shell materials with very large characteristic sizes and new complex architectures.
Shallow shell was modeled coupling boundary element formulation of shear deformable plate and two-dimensional plane stress elasticity.
Shallow shells are modeled coupling boundary element formulation of shear deformable plate and two-dimensional plane stress elasticity.
Finite element formulation of a piezoelastic shell element with non-constant Lamé parameters is briefly reviewed; element and system matrix equations of the piezoelastic shell sensor/actuator/structure laminate are derived.
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