Add to ORKGAn approximate method for determination of dynamic characteristics of structures with viscoelastic dampers is proposed in this paper. A fractional derivative is used to describe the dynamic behaviour of viscoelastic dampers. The method is based on a continuous dependency of the sensitivity of eigenvalue on a certain artificially introduced parameter which scaled up the influence of the damping term in the eigenvalue problem. Some results of a representative calculation are also presented and briefly discussed
In order to analyze the dynamics of a structural problem accurately, a precise model of the structur...
AbstractFree damped vibrations of a linear viscoelastic oscillator based on the fractional derivativ...
In the present study non-integer order or fractional derivative rheological models are applied to th...
Abstract. Frame structures with viscoelastic (VE) dampers mounted on them are considered in this pap...
Viscoelastic materials are widely used in structural dynamics for the control of the vibrations and ...
Based on the theory of fractional calculus and the spectral theory of vibration, a new spectrally-fo...
A method for determining the dynamic characteristics of structures made of viscoelastic material is ...
This paper presents a method for reducing the computational effort due to finite element analysis of...
In this paper, the design sensitivity of the frequency response function and amplitudes of the stead...
Fractional derivative is increasingly being deployed to improve existing mathematical models due to ...
In the present study non-integer order or fractional derivative rheological models are applied to th...
This paper presents a numerical analysis of the influence of mechanical properties and the thickness...
The use of linear viscoelasticity together with fractional calculus in time-domain structural modeli...
xxi, [268] leaves : ill. ; 30 cm.PolyU Library Call No.: [THS] LG51 .H577P CSE 1998 TanThis disserta...
Materials of viscoelastic nature are of great importance for damping and vibration control in the ci...
In order to analyze the dynamics of a structural problem accurately, a precise model of the structur...
AbstractFree damped vibrations of a linear viscoelastic oscillator based on the fractional derivativ...
In the present study non-integer order or fractional derivative rheological models are applied to th...
Abstract. Frame structures with viscoelastic (VE) dampers mounted on them are considered in this pap...
Viscoelastic materials are widely used in structural dynamics for the control of the vibrations and ...
Based on the theory of fractional calculus and the spectral theory of vibration, a new spectrally-fo...
A method for determining the dynamic characteristics of structures made of viscoelastic material is ...
This paper presents a method for reducing the computational effort due to finite element analysis of...
In this paper, the design sensitivity of the frequency response function and amplitudes of the stead...
Fractional derivative is increasingly being deployed to improve existing mathematical models due to ...
In the present study non-integer order or fractional derivative rheological models are applied to th...
This paper presents a numerical analysis of the influence of mechanical properties and the thickness...
The use of linear viscoelasticity together with fractional calculus in time-domain structural modeli...
xxi, [268] leaves : ill. ; 30 cm.PolyU Library Call No.: [THS] LG51 .H577P CSE 1998 TanThis disserta...
Materials of viscoelastic nature are of great importance for damping and vibration control in the ci...
In order to analyze the dynamics of a structural problem accurately, a precise model of the structur...
AbstractFree damped vibrations of a linear viscoelastic oscillator based on the fractional derivativ...
In the present study non-integer order or fractional derivative rheological models are applied to th...