A Succinct Review Of The Analysis Of Various Types Of Structures Subjected To Random

Authors

  • Tushar Golait Author
  • Neeraj Tiwari Author
  • Manjeet Singh Hora Author

DOI:

https://doi.org/10.64252/3xra3b16

Keywords:

pseudo excitation method (PEM), complete quadratic combination (CQC), response spectrum method (RSM), random vibration analysis (RVA), spatial effect, wave passage effect

Abstract

The pseudo excitation method (PEM) of random vibration analysis (RVA) is an efficient way of evaluating the seismic response of structures. Because of the cross-correlation terms between different participating modes and between the excitations, this method is an accurate, complete quadratic combination (CQC) method. The Response Spectrum Method (RSM), often used in earthquake engineering, ignores the importance of randomness of structural parameters, i.e., randomness emerging from geometric or material characteristic variability. These parameters, when neglected, would cause a severe problem for seismic evaluation. The spatial effects of ground motion, the wave passage and incoherence effects are essential in determining the safety of long-span space lattices; when not considered, they make the results unreliable for such structures.The RVA and Time History Method can sufficiently accurately incorporate ground the ground motion's spatial effects. The proposed pseudo-excitation method is quite effective in generating seismic design parameters. It also incorporates the randomness introduced by the various elements and avoids difficulties related to the time history method. The random vibration method provides a modest and competent solution for multiple seismic excitations. Fatigue failure can also be conveniently evaluated using the pseudo-excitation method of random vibration analysis. This research aims to investigate the seismic response of structures utilising a PEM of random vibration technique.

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Published

2025-05-12

Issue

Section

Articles

How to Cite

A Succinct Review Of The Analysis Of Various Types Of Structures Subjected To Random . (2025). International Journal of Environmental Sciences, 798-803. https://doi.org/10.64252/3xra3b16