Vibration control is an important field in the study of structures, and one of the ways often used to mitigate structural oscillations is passive control using viscoelastic materials. The properties of these materials are strongly dependent on environmental factors, mainly on the temperature and frequency of excitation, so that the models for the characterization of their dynamic behavior must be able to represent this dependence. In this sense, this work presents the application of an improved fractional derivative model in the time domain analysis of some structures treated with viscoelastic material, and the application of a model reduction technique. To this purpose, finite element modeling of two types of structures: a beam and ...
none2In the present study non-integer order or fractional derivative rheological models are applied...
Visco-elastic material models with fractional characteristics have been used for several decades. T...
Fractional derivative rheological models are known to be very useful for describing the viscoelastic...
Fractional Calculus is a mathematical tool that has been applied to various problems of Science and ...
Advances in materials technology and development of new sophisticated construction techniques allow...
AbstractMany authors have shown that the effective design of viscoelastic systems can be convenientl...
This paper presents a method for reducing the computational effort due to finite element analysis of...
The use of linear viscoelasticity together with fractional calculus in time-domain structural modeli...
This paper presents a numerical analysis of the influence of mechanical properties and the thickness...
[EN] Viscoelastic materials are widely used in structural dynamics for the control of the vibrations...
Abstract The passive vibration control of mechanical systems under unwanted vibrations can be accomp...
ractional derivative rheological models are known to be very effective in describing the viscoelasti...
Fractional derivative rheological models are known to be very effective in describing the viscoelast...
It is widely known that the damping mechanisms of most traditional damping materials applied as pass...
Fractional derivative rheological models are known to be very effective in describing the viscoelast...
none2In the present study non-integer order or fractional derivative rheological models are applied...
Visco-elastic material models with fractional characteristics have been used for several decades. T...
Fractional derivative rheological models are known to be very useful for describing the viscoelastic...
Fractional Calculus is a mathematical tool that has been applied to various problems of Science and ...
Advances in materials technology and development of new sophisticated construction techniques allow...
AbstractMany authors have shown that the effective design of viscoelastic systems can be convenientl...
This paper presents a method for reducing the computational effort due to finite element analysis of...
The use of linear viscoelasticity together with fractional calculus in time-domain structural modeli...
This paper presents a numerical analysis of the influence of mechanical properties and the thickness...
[EN] Viscoelastic materials are widely used in structural dynamics for the control of the vibrations...
Abstract The passive vibration control of mechanical systems under unwanted vibrations can be accomp...
ractional derivative rheological models are known to be very effective in describing the viscoelasti...
Fractional derivative rheological models are known to be very effective in describing the viscoelast...
It is widely known that the damping mechanisms of most traditional damping materials applied as pass...
Fractional derivative rheological models are known to be very effective in describing the viscoelast...
none2In the present study non-integer order or fractional derivative rheological models are applied...
Visco-elastic material models with fractional characteristics have been used for several decades. T...
Fractional derivative rheological models are known to be very useful for describing the viscoelastic...