The effect of creep on the vibrations of a single degree of freedom system subjected to combined random and deterministic excitation has been studied in this paper. The deterministic part of the excitation is assumed to be a sinusoidal function while the random part of the excitation is considered as a narrow band process with a central frequency equal to the frequency of sinusoidal part of the excitation. Creep, an energy absorbing process, introduces an equivalent damping into the system. A measure of this damping and the statistical properties of the response of the mechanical system have been derived
Stochastic or random vibrations occur in a variety of applications of mechanicalengineering. Example...
The first two moments of the steady-state response of a dynamical random system are determined throu...
International audienceUncertainties are present in the modeling of dynamical systems and they must b...
The damping capacity of three materials subjected to narrow-band strain fluctuations is investigated...
Analytical and experimental investigations are made of the response of linear systems subject to mag...
The effects of both stiffness and damping nonlinearities on force-limited, random vibration test spe...
Analytical and experimental investigations are made of the response of linear systems subject to mag...
This paper is devoted to the computation of statistical characteristics of the response of discrete ...
When materials are loaded below their short-term strength over extended periods, a slow time-depende...
The analysis of the structural dynamics of a complex engineering structure has much in common with t...
Random vibration is the phenomenon wherein random excitation applied to a mechanical system induces ...
We consider the forced and damped anharmonic oscillator with an additional drive which is random in ...
We consider the dynamics of linear damped oscillators with stochastically perturbed natural frequenc...
The first two moments of the steady-state response of a dynamical random system are determined throu...
We consider the dynamics of linear damped oscillators with stochastically perturbed natural frequenc...
Stochastic or random vibrations occur in a variety of applications of mechanicalengineering. Example...
The first two moments of the steady-state response of a dynamical random system are determined throu...
International audienceUncertainties are present in the modeling of dynamical systems and they must b...
The damping capacity of three materials subjected to narrow-band strain fluctuations is investigated...
Analytical and experimental investigations are made of the response of linear systems subject to mag...
The effects of both stiffness and damping nonlinearities on force-limited, random vibration test spe...
Analytical and experimental investigations are made of the response of linear systems subject to mag...
This paper is devoted to the computation of statistical characteristics of the response of discrete ...
When materials are loaded below their short-term strength over extended periods, a slow time-depende...
The analysis of the structural dynamics of a complex engineering structure has much in common with t...
Random vibration is the phenomenon wherein random excitation applied to a mechanical system induces ...
We consider the forced and damped anharmonic oscillator with an additional drive which is random in ...
We consider the dynamics of linear damped oscillators with stochastically perturbed natural frequenc...
The first two moments of the steady-state response of a dynamical random system are determined throu...
We consider the dynamics of linear damped oscillators with stochastically perturbed natural frequenc...
Stochastic or random vibrations occur in a variety of applications of mechanicalengineering. Example...
The first two moments of the steady-state response of a dynamical random system are determined throu...
International audienceUncertainties are present in the modeling of dynamical systems and they must b...