Visco-elastic material models with fractional characteristics have been used for several decades. This paper provides a simple methodology for Finite-Element-based dynamic analysis of structural systems with viscosity characterized by fractional derivatives of the strains. In particular, a re-formulation of the wellknown Newmark method taking into account fractional derivatives discretized via the Gr\ufcnwald\u2013Letnikov summation allows the analysis of structural systems using standard Finite Element technology
In this study the Finite Element Method (FEM) on viscoelastic frames is presented. It is assumed tha...
The thesis centers on time domain modelling of viscoelastic materials. Classical models are compared...
This paper presents a numerical analysis of the influence of mechanical properties and the thickness...
Visco-elastic material models with fractional characteristics have been used for several decades. T...
The use of linear viscoelasticity together with fractional calculus in time-domain structural modeli...
A numerical scheme is presented for time-domain simulations of structural dynamic problems with visc...
This paper presents a method for reducing the computational effort due to finite element analysis of...
Fractional derivative rheological models are known to be very useful for describing the viscoelastic...
Fractional derivative rheological models are known to be very effective in describing the viscoelast...
Fractional derivative rheological models are known to be very effective in describing the viscoelast...
Fractional derivative rheological models are known to be very effective in describing the viscoelast...
Fractional derivative rheological models are known to be very useful for describing the viscoelastic...
International audienceThis paper presents a finite element formulation for transient dynamic analysi...
Fractional derivative rheological models are known to be very useful for describing the viscoelastic...
Based on the theory of fractional calculus and the spectral theory of vibration, a new spectrally-fo...
In this study the Finite Element Method (FEM) on viscoelastic frames is presented. It is assumed tha...
The thesis centers on time domain modelling of viscoelastic materials. Classical models are compared...
This paper presents a numerical analysis of the influence of mechanical properties and the thickness...
Visco-elastic material models with fractional characteristics have been used for several decades. T...
The use of linear viscoelasticity together with fractional calculus in time-domain structural modeli...
A numerical scheme is presented for time-domain simulations of structural dynamic problems with visc...
This paper presents a method for reducing the computational effort due to finite element analysis of...
Fractional derivative rheological models are known to be very useful for describing the viscoelastic...
Fractional derivative rheological models are known to be very effective in describing the viscoelast...
Fractional derivative rheological models are known to be very effective in describing the viscoelast...
Fractional derivative rheological models are known to be very effective in describing the viscoelast...
Fractional derivative rheological models are known to be very useful for describing the viscoelastic...
International audienceThis paper presents a finite element formulation for transient dynamic analysi...
Fractional derivative rheological models are known to be very useful for describing the viscoelastic...
Based on the theory of fractional calculus and the spectral theory of vibration, a new spectrally-fo...
In this study the Finite Element Method (FEM) on viscoelastic frames is presented. It is assumed tha...
The thesis centers on time domain modelling of viscoelastic materials. Classical models are compared...
This paper presents a numerical analysis of the influence of mechanical properties and the thickness...