It is shown that among the various damping mechanisms that are generally encountered in a mechanical structure, only the “viscous component ” actually accounts for energy loss. The remaining portion of the damping force is due to non-linearities, which do not dissipate energy. Consequently, a linear model of a vibratory mechanical system involves only viscous damping, although the damping factor may depend upon the waveform or amplitude of the excitation signal
Nonlinear dynamic analysis of buildings and infrastructure uses viscous damping models to represent ...
In this chapter, the principal elements of the dynamic response of linear undamped and damped singl...
AbstractIt has long been recognized that coordinate coupling in damped linear systems is a considera...
The term damping is used to describe the means by which oscillation amplitudes are reduced through i...
Characterization of damping forces in a vibrating structure has long been an active area of research...
The consideration of the assumption of viscous damping as a starting hypothesis in the dynamic analy...
Characterization of damping forces in a vibrating structure has long been an active area of research...
The model of the ideal linear hysteretic damper has been shown to possess a non-causal impulse respo...
In this paper we demonstrate the advantage of applying viscoelastic materials instead of purely visc...
International audienceDamping presents one of the most important physical aspects to model and estim...
A common approximation in the analysis of non-classically damped systems is to ignore the off-diagon...
Damping models in structural dynamics Review of current approaches Dynamic response of frequency dep...
Damping quantifies the energy dissipation properties of a material or system under cyclic stress. Da...
Mechanism of damping is studied in this paper form the both viewpoints of micro and macro. First, it...
A study is carried out into the philosophy and performance of different approaches for the determina...
Nonlinear dynamic analysis of buildings and infrastructure uses viscous damping models to represent ...
In this chapter, the principal elements of the dynamic response of linear undamped and damped singl...
AbstractIt has long been recognized that coordinate coupling in damped linear systems is a considera...
The term damping is used to describe the means by which oscillation amplitudes are reduced through i...
Characterization of damping forces in a vibrating structure has long been an active area of research...
The consideration of the assumption of viscous damping as a starting hypothesis in the dynamic analy...
Characterization of damping forces in a vibrating structure has long been an active area of research...
The model of the ideal linear hysteretic damper has been shown to possess a non-causal impulse respo...
In this paper we demonstrate the advantage of applying viscoelastic materials instead of purely visc...
International audienceDamping presents one of the most important physical aspects to model and estim...
A common approximation in the analysis of non-classically damped systems is to ignore the off-diagon...
Damping models in structural dynamics Review of current approaches Dynamic response of frequency dep...
Damping quantifies the energy dissipation properties of a material or system under cyclic stress. Da...
Mechanism of damping is studied in this paper form the both viewpoints of micro and macro. First, it...
A study is carried out into the philosophy and performance of different approaches for the determina...
Nonlinear dynamic analysis of buildings and infrastructure uses viscous damping models to represent ...
In this chapter, the principal elements of the dynamic response of linear undamped and damped singl...
AbstractIt has long been recognized that coordinate coupling in damped linear systems is a considera...