An Improved Source Model for Simulation Near-Field Strong Ground Motion Acceleration Time History

The key to near-field strong ground motion simulation based on stochastic finite fault method is to determine the spectrum of ground motion. We present an improved source spectrum model for simulation near-field strong ground motion acceleration time history. We combine Masudas source spectrum model...

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Veröffentlicht in:Applied Mechanics and Materials 2013-10, Vol.438-439 (Civil Engineering, Architecture and Sustainable Infrastructure II), p.1474-1480
Hauptverfasser: Liang, Jun Wei, Zhang, Long Wei, Zhong, Ju Fang
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container_issue Civil Engineering, Architecture and Sustainable Infrastructure II
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container_title Applied Mechanics and Materials
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creator Liang, Jun Wei
Zhang, Long Wei
Zhong, Ju Fang
description The key to near-field strong ground motion simulation based on stochastic finite fault method is to determine the spectrum of ground motion. We present an improved source spectrum model for simulation near-field strong ground motion acceleration time history. We combine Masudas source spectrum model with scaling factor Hij to keep radiation energy conservation and reflect the energy decrease with frequency at low to mid frequencies. We calculate the Fourier amplitude spectrum Fa, accelerate response spectrum Sa, velocity response spectrum Sv and displacement response spectrum Sd of simulation time histories. By comparative analysis of the laws of spectrum values (Fa, Sa, Sv, Sd) with the variation of frequency or period, we discusses the effects of sub-fault dividing scheme, the method of determining scale factor and source spectrum model on spectrum values (Fa, Sa, Sv, Sd). The results show that sub-fault dividing scheme has slightly effect on the model presented in this paper, and the model enable to reflect the sink laws of source spectrum value in mid-to-low frequencies well. We demonstrate that the improved model is superior to other commonly used models.
doi_str_mv 10.4028/www.scientific.net/AMM.438-439.1474
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subjects Acceleration
Computer simulation
Displacement
Energy conservation
Fourier analysis
Ground motion
Mathematical analysis
Mathematical models
title An Improved Source Model for Simulation Near-Field Strong Ground Motion Acceleration Time History
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