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Bi-normalized response spectral characteristics of the 1999 Chi-Chi earthquake 被引量:8
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作者 徐龙军 谢礼立 《Earthquake Engineering and Engineering Vibration》 SCIE EI CSCD 2004年第2期147-155,共9页
To develop uniform and seismic environment-dependent design spectrum,common acceleration response spectral characteristics need to be identified.In this paper,a bi-normalized response spectrum (BNRS) is proposed,which... To develop uniform and seismic environment-dependent design spectrum,common acceleration response spectral characteristics need to be identified.In this paper,a bi-normalized response spectrum (BNRS) is proposed,which is defined as a spectrum of peak response acceleration normalized with respect to peak acceleration of the excitation plotted vs.the natural period of the system normalized with respect to the spectrum predominant period,Tp.Based on a statistical analysis of records from the 1999 Chi-Chi earthquake,the conventionally normalized response spectrum(NRS) and the BNRS are examined to account for the effects of soil conditions,epicentral distance,hanging wall and damping.It is found that compared to the NRS the BNRS is much less dependent on these factors.Finally,some simple relationships between the BNRS for a specified damping ratio and that for a damping ratio of 5%,and between the spectra predominant period and epicentral distance for different soil types are provided. 展开更多
关键词 earthquake design spectra normalized response spectrum bi-normalized response spectrum spectral predominant period Chi-Chi earthquake
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Bi-normalized response spectra and seismic intensity in Bucharest for 1986 and 1990 Vrancea seismic events
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作者 Florin Pavel Radu Vacareanu +1 位作者 Cristian Neagu Andrei Pricopie 《Earthquake Engineering and Engineering Vibration》 SCIE EI CSCD 2014年第1期125-135,共11页
The Vrancea subcrustal earthquakes of August 30,1986 and May 30,1990 are the two most recent seismic events that have occurred in Romania with moment magnitudes M W ≥ 6.9.The spectral analysis of the strong ground mo... The Vrancea subcrustal earthquakes of August 30,1986 and May 30,1990 are the two most recent seismic events that have occurred in Romania with moment magnitudes M W ≥ 6.9.The spectral analysis of the strong ground motions recorded in Bucharest reveals that despite small differences in magnitude between the 1986 and 1990 earthquakes,their frequency contents are very different,sometimes even opposing.The main focus of this study is to conduct a comparative analysis of the response spectra in terms of the bi-normalized response spectra(BNRS) proposed by Xu and Xie(2004 and 2007) for strong ground motions recorded in Bucharest during these two seismic events.The mean absolute acceleration and relative velocity response spectra for the two earthquakes are discussed and compared.Furthermore,the mean bi-normalized absolute acceleration and normalized relative velocity response spectra with respect to the control period T C are computed for the ground motions recorded in Bucharest in 1986 and 1990.The predominant period T P is also used in this study for the normalization of the spectral period axis.Subsequently,the methodology proposed by Martinez-Perreira and Bommer(1998) is applied in order to estimate the seismic intensity of the two events.The results are discussed and several conclusions regarding the possibility of using the bi-normalized response spectra(BNRS) are given. 展开更多
关键词 response spectra bi-normalized response spectra dynamic amplifi cation factor control period damage potential parameters
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Tetravalent Edge-transitive Cayley Graphs of PGL(2, p)
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作者 Xiao-hui HUA Shang-jin XU Yun-ping DENG 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 2013年第4期837-842,共6页
t Let F = Cay(G, S), R(G) be the right regular representation of G. The graph Г is called normal with respect to G, if R(G) is normal in the full automorphism group Aut(F) of F. Г is called a bi-normal with ... t Let F = Cay(G, S), R(G) be the right regular representation of G. The graph Г is called normal with respect to G, if R(G) is normal in the full automorphism group Aut(F) of F. Г is called a bi-normal with respect to G if R(G) is not normal in Aut(Г), but R(G) contains a subgroup of index 2 which is normal in Aut(F). In this paper, we prove that connected tetravalent edge-transitive Cayley graphs on PGL(2,p) are either normal or bi-normal when p ≠ 11 is a prime. 展开更多
关键词 Cayley graph NORMAL bi-normal simple group
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