his paper investigates the capability of the fraction derivative Maxwell model to reproduce the mechanical behaviour of advanced viscoelastic materials, that are designed to be able to dissipate energy in an extended range of frequency than traditional viscoelastic materials and present a more complex shape of strain-stress frequency response. Fraction derivative models, compared to traditionally used generalized Maxwell model, can reproduce the material behaviour with a smaller number of parameters, reducing the utilization complexity and the computational burden
In the present study non-integer order or fractional derivative rheological models are applied to th...
AbstractWe supposed in the work of the research fractional model with one mechanism, which simplifie...
In fractional viscoelasticity the stress-strain relation is a differential equation with non-integer...
In this paper the capability to reproduce the mechanical behaviour of viscoelastic materials is inve...
Appropriate modelling of the real behavior of viscoelastic materials is of fundamental importance fo...
Abstract The passive vibration control of mechanical systems under unwanted vibrations can be accomp...
Abstract. In this paper, we show how fractional viscoelastic models can be efficient in the modeling...
This article focuses on fractional Maxwell model of viscoelastic materials, which are a generalizati...
Abstract: A mathematical model of the viscoelastic phenomenon, employing the fractional derivative M...
The design of modern products and processes cannot prescind from the usage of viscoelastic materials...
International audienceLinear viscoelastic material behavior is often modeled using a generalized Max...
Viscoelastic materials have frequency dependent storage and loss moduli representing a form of memor...
Non integer, fractional order derivative rheological models are known to be very effective in descri...
Electroelastic materials, as for example, 3M VHB 4910, are attracting attention as actuators or gene...
Non integer, fractional derivative order rheological models are known to be very effective in descri...
In the present study non-integer order or fractional derivative rheological models are applied to th...
AbstractWe supposed in the work of the research fractional model with one mechanism, which simplifie...
In fractional viscoelasticity the stress-strain relation is a differential equation with non-integer...
In this paper the capability to reproduce the mechanical behaviour of viscoelastic materials is inve...
Appropriate modelling of the real behavior of viscoelastic materials is of fundamental importance fo...
Abstract The passive vibration control of mechanical systems under unwanted vibrations can be accomp...
Abstract. In this paper, we show how fractional viscoelastic models can be efficient in the modeling...
This article focuses on fractional Maxwell model of viscoelastic materials, which are a generalizati...
Abstract: A mathematical model of the viscoelastic phenomenon, employing the fractional derivative M...
The design of modern products and processes cannot prescind from the usage of viscoelastic materials...
International audienceLinear viscoelastic material behavior is often modeled using a generalized Max...
Viscoelastic materials have frequency dependent storage and loss moduli representing a form of memor...
Non integer, fractional order derivative rheological models are known to be very effective in descri...
Electroelastic materials, as for example, 3M VHB 4910, are attracting attention as actuators or gene...
Non integer, fractional derivative order rheological models are known to be very effective in descri...
In the present study non-integer order or fractional derivative rheological models are applied to th...
AbstractWe supposed in the work of the research fractional model with one mechanism, which simplifie...
In fractional viscoelasticity the stress-strain relation is a differential equation with non-integer...