Apparent translational component for rotational ground motions

被引:0
|
作者
Gopala Krishna Rodda
Dhiman Basu
机构
[1] Indian Institute of Technology Gandhinagar,Department of Civil Engineering
来源
关键词
Rotational ground motion; Apparent translational component; Spectral contrast angle; Distance correlation;
D O I
暂无
中图分类号
学科分类号
摘要
Even though the rotational ground motion may contribute significantly to the response of certain structures, their effects are generally ignored in seismic design, because of non-availability of appropriate instruments for direct recording of the rotational components. Like many others, a simplified framework was proposed by the authors elsewhere (Rodda and Basu in Int J Earthq Impact Eng 1(3):253–288, 2016) to extract the rotational motion as a temporal derivative of an apparent translational component (ATC) followed by scaling with an apparent velocity. ATC was defined such that its time derivative is closely correlated with the respective rotational motion. But the a priori knowledge of rotational motion is required in estimating the ATC for rocking component. An empirical procedure has been proposed here to bypass the requirement of rotational motion a priori. This paper also assesses the definition of ATC through examining the similitude between the time derivative of ATC and the respective rotational motion (benchmark) quantitatively. Similitude is assessed on smoothened response spectra (by Hamming window) of the time derivative of ATC and that of rotational motion. A new definition of spectral contrast angle (SCA) based on distance correlation has been proposed to assess the spectral similitude. To differentiate the similar from non-similar spectra, SCA corresponding to an acceptable degree of similarity is proposed by studying a large ensemble of ground motions from the PEER database. This similitude study is further extended using relative energy build up and energy spectra.
引用
收藏
页码:67 / 89
页数:22
相关论文
共 50 条
  • [1] Apparent translational component for rotational ground motions
    Rodda, Gopala Krishna
    Basu, Dhiman
    BULLETIN OF EARTHQUAKE ENGINEERING, 2018, 16 (01) : 67 - 89
  • [2] Coherency model for translational and rotational ground motions
    Gopala Krishna Rodda
    Dhiman Basu
    Bulletin of Earthquake Engineering, 2018, 16 : 2687 - 2710
  • [3] Coherency model for translational and rotational ground motions
    Rodda, Gopala Krishna
    Basu, Dhiman
    BULLETIN OF EARTHQUAKE ENGINEERING, 2018, 16 (07) : 2687 - 2710
  • [4] Inversion for seismic moment tensors combining translational and rotational ground motions
    Donner, S.
    Bernauer, M.
    Igel, H.
    GEOPHYSICAL JOURNAL INTERNATIONAL, 2016, 207 (01) : 562 - 570
  • [5] Inferring earth structure from combined measurements of rotational and translational ground motions
    Bernauer, Moritz
    Fichtner, Andreas
    Igel, Heiner
    GEOPHYSICS, 2009, 74 (06) : WCD41 - WCD47
  • [6] Distance Computation for Rotational and Translational Motions
    Bernabeu, Enrique J.
    2008 IEEE/RSJ INTERNATIONAL CONFERENCE ON ROBOTS AND INTELLIGENT SYSTEMS, VOLS 1-3, CONFERENCE PROCEEDINGS, 2008, : 2732 - 2737
  • [7] COUPLING BETWEEN TRANSLATIONAL AND ROTATIONAL MOTIONS
    BERNE, BJ
    MONTGOMERY, JA
    MOLECULAR PHYSICS, 1976, 32 (02) : 363 - 378
  • [8] Perceptual combination of rotational and translational motions
    Magnussen, C. M.
    Loffler, G.
    PERCEPTION, 2007, 36 : 93 - 93
  • [9] Observing Rotational and Translational Ground Motions at the HGSD Station in Taiwan from 2007 to 2008
    Liu, Chun-Chi
    Huang, Bor-Shouh
    Lee, William H. K.
    Lin, Chin-Jen
    BULLETIN OF THE SEISMOLOGICAL SOCIETY OF AMERICA, 2009, 99 (2B) : 1228 - 1236
  • [10] COUPLED TRANSLATIONAL AND ROTATIONAL MOTIONS OF A SPHERE IN A FLUID
    HESS, S
    ZEITSCHRIFT FUR NATURFORSCHUNG PART A-ASTROPHYSIK PHYSIK UND PHYSIKALISCHE CHEMIE, 1968, A 23 (08): : 1095 - &