Imposing Active Sources during High-Frequency Passive Surface-Wave Measurement

  • Feng Cheng
  • , Jianghai Xia
  • , Chao Shen
  • , Yue Hu
  • , Zongbo Xu
  • , Binbin Mi

Research output: Contribution to journalReview articlepeer-review

24 Scopus citations

Abstract

Passive surface-wave utilization has been intensively studied as a means of compensating for the shortage of low-frequency information in active surface-wave measurement. In general, passive surface-wave methods cannot provide phase velocities up to several tens of hertz; thus, active surface-wave methods are often required in order to increase the frequency range. To reduce the amount of field work, we propose a strategy for a high-frequency passive surface-wave survey that imposes active sources during continuous passive surface-wave observation; we call our strategy “mixed-source surface-wave (MSW) measurement.” Short-duration (within 10 min) passive surface waves and mixed-source surface waves were recorded at three sites with different noise levels: namely, inside a school, along a road, and along a railway. Spectral analysis indicates that the high-frequency energy is improved by imposing active sources during continuous passive surface-wave observation. The spatial autocorrelation (SPAC) method and the multichannel analysis of passive surface waves (MAPS) method based on cross-correlations were performed on the recorded time sequences. The results demonstrate the flexibility and applicability of the proposed method for high-frequency phase velocity analysis. We suggest that it will be constructive to perform MSW measurement in a seismic investigation, rather than exclusively performing either active surface-wave measurement or passive surface-wave measurement.

Original languageEnglish
Pages (from-to)685-693
Number of pages9
JournalEngineering
Volume4
Issue number5
DOIs
StatePublished - Oct 2018

Keywords

  • Active surface wave
  • High frequency
  • Mixed-source surface wave
  • Multichannel analysis of passive surface waves
  • Passive surface wave
  • Spatial autocorrelation

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