Time-average statistics of the response of the bilinear hysteretic system to an excitation with approximately white-power spectral density and approximately Gaussian probability distribution are determined, using electronic-analog techniques. Results are presented for the mean-squared amplitude, the power spectral density, and the probability distribution of the response. The applicability of the Krylov-Bogoliubov method of equivalent linearization to this problem is investigated by comparing predicted and experimentally measured values of the mean-squared level of response
An analytical approach for estimating the response statistics of hysteretic systems subjected to Gau...
The response of simple structural systems to stationary random excitation is considered under two cr...
A technique is developed to study random vibration of nonlinear systems. The method is based on the ...
This study of the stationary random vibration of single degree of freedom bilinear hysteretic oscill...
Text includes handwritten formulasEquivalent linearization of bilinear hysteretic systems subjected ...
International audienceThe randomly-excited elastic-perfectly-plastic oscillator-hysteretic bilinear ...
The stationary response of smooth and bilinear hysteretic systems to narrow-band random excitations ...
A stochastic averaging approach is used in conjunction with non-stationary response spectrum compati...
To evaluate the reliability of structures subjected to severe earthquake excitations in relation to ...
A non-Gaussian closure approach is applied to random response of a hysteretic structure subjected to...
A method is introduced for the approximate analysis of the nonstationary random vibration of a broad...
An analysis is made of the response of a system with bilinear hysteresis to random excitation. It is...
This study considers third-order linear systems and a two mode linear system as candidates for equiv...
The response of simple structural systems to stationary random excitation is considered under two cr...
The bilinear hysteretic model is used to examine the nature of the stochastic response of strongly y...
An analytical approach for estimating the response statistics of hysteretic systems subjected to Gau...
The response of simple structural systems to stationary random excitation is considered under two cr...
A technique is developed to study random vibration of nonlinear systems. The method is based on the ...
This study of the stationary random vibration of single degree of freedom bilinear hysteretic oscill...
Text includes handwritten formulasEquivalent linearization of bilinear hysteretic systems subjected ...
International audienceThe randomly-excited elastic-perfectly-plastic oscillator-hysteretic bilinear ...
The stationary response of smooth and bilinear hysteretic systems to narrow-band random excitations ...
A stochastic averaging approach is used in conjunction with non-stationary response spectrum compati...
To evaluate the reliability of structures subjected to severe earthquake excitations in relation to ...
A non-Gaussian closure approach is applied to random response of a hysteretic structure subjected to...
A method is introduced for the approximate analysis of the nonstationary random vibration of a broad...
An analysis is made of the response of a system with bilinear hysteresis to random excitation. It is...
This study considers third-order linear systems and a two mode linear system as candidates for equiv...
The response of simple structural systems to stationary random excitation is considered under two cr...
The bilinear hysteretic model is used to examine the nature of the stochastic response of strongly y...
An analytical approach for estimating the response statistics of hysteretic systems subjected to Gau...
The response of simple structural systems to stationary random excitation is considered under two cr...
A technique is developed to study random vibration of nonlinear systems. The method is based on the ...