PDF solution to hardening hysteretic systems excited by Gaussian white noise

UM > Faculty of Science and Technology

Status	已發表Published
	PDF solution to hardening hysteretic systems excited by Gaussian white noise
	Er, G. K.; Zhu, H. T.; Iu, V. P.; Kou, K. P.
	2009-09-01
Source Publication	Proceedings of the 10th International Conference on Structural Safety and Reliability
Pages	3660-3666
Publisher	CRC Press
Abstract	The solution procedure and parameter analysis for the joint stationary probability density function (PDF) of the responses of hysteretic systems excited by Gaussian white noise are presented in this paper. The PDF solution is governed by the well-known Fokker-Planck-Kolmogorov (FPK) equation which is solved with the exponential-polynomial closure (EPC) method. In order to assess the effectiveness of the solution procedure, a nonlinear system incorporated with the Bouc-Wen hardening hysteretic model is studied. Numerical results show that the PDFs obtained with the EPC method are in good agreement with those from Monte Carlo simulation, especially in the tail regions of the PDFs. The analysis also reveals that the tails of the PDFs of the system responses deviate much from being Gaussian even if the excitation intensity is low.
Keyword	Nonlinear stochastic oscillator hysteretic systems Fokker-Planck equation
Language	英語English
The Source to Article	PB_Publication
PUB ID	45995
Document Type	Conference paper
Collection	Faculty of Science and Technology
Corresponding Author	Er, G. K.
Recommended Citation GB/T 7714	Er, G. K.,Zhu, H. T.,Iu, V. P.,et al. PDF solution to hardening hysteretic systems excited by Gaussian white noise[C]:CRC Press, 2009, 3660-3666.
APA	Er, G. K.., Zhu, H. T.., Iu, V. P.., & Kou, K. P. (2009). PDF solution to hardening hysteretic systems excited by Gaussian white noise. Proceedings of the 10th International Conference on Structural Safety and Reliability, 3660-3666.

Files in This Item:
There are no files associated with this item.

If you have any objections to this item, please fill out the form below and the administrator will contact you as soon as possible.
Content:
Email：	*
Affiliation No.
Verification Code:	Refresh

Any comments and suggestions are welcomed.
Title:	*
Content:
Email：	*
Verification Code:	Refresh