Skip to content
DraconiticResearch
Search Sources API
194,220 studies31 sourcesUpdated 38 min ago
PreprintCC BY 4.0EarthArXiv

Ambient Noise Surface-Wave Polarization in Anisotropic Media: Theory, Measurement, and Interpretation

Abstract

We develop an adiabatic theory and practical methodology for measuring quasi-Rayleigh and quasi-Love polarization from the complete ambient noise cross-correlation tensor. The formulation allows the polarization parameters at both stations of a pair to be estimated jointly and, under sufficiently adiabatic propagation, interpreted in terms of local anisotropic structure at those locations. A new empirical processing step approximates the theoretical source-group normalization to reduce source-related amplitude effects, providing the practical link between observations and theory. In geologically relevant limiting regimes, simple relations link diagonal carrier (TT,ZZ) and off-diagonal polarization-sensitive (TZ,ZT) waveforms, yielding information complementary to conventional phase-speed observations. In numerical benchmarks, predictions of the polarization-sensitive waveforms are accurate when anisotropy varies sufficiently slowly relative to wavelength. Stronger or shorter-scale structural variations can increase conversion between the two wave types, degrading the adiabatic approximation and local interpretability of measured polarization. We present the first measurements of surface-wave polarization from ambient noise cross-correlations in Alaska, focusing on the 20--30~s period band. For relatively short paths south of the Denali Fault, repeated polarization estimates are mutually consistent and broadly consistent between the two station endpoints, supporting a local interpretation. For paths crossing the fault, boundary-transient behavior develops, waveform fits degrade on average, and the polarization parameters change systematically, consistent with a breakdown of local interpretation across a strong structural boundary. Finally, in this example, adding a single polarization constraint to an inversion of Rayleigh- and Love-wave 2ψ and 4ψ phase-speed observations resolves a dip-orientation nonuniqueness that remains in the phase-speed-only inversion. The alternative dip solutions correspond to distinct three-dimensional orientations of the anisotropic fabric and may have important tectonic implications.

Related

  1. Environmental seismology: What can we learn on earth surface processes with ambient noise?
    Eric Larose, Simon Carri{è}re, Christophe Voisin +9
    arXivPreprintarXiv licenceFull textGeophysics & seismologyarXiv
  2. Three-dimensional numerical simulation of ambient seismic noise for arbitrary surface source distributions: application to the study of horizontal-to-vertical spectral ratios and their variability
    David Gregor, Emmanuel Chaljub, Marc Wathelet +3
    Geophysical Journal InternationalPeer-reviewedCC BY 4.0Full textGeophysics & seismologyHAL
  3. Tighter Control of AVOCs/NOx atop Carbon Neutrality Mitigations for China to Meet WHO Ambient Ozone Standard
    Zhen Li, Yicong He, Ning Ruan +1
    EGUspherePreprintCC BY 4.0General earth scienceEGUsphere
  4. Automated small-scale devices and robotic systems for analyzing the cellular impact of ambient aerosol particles
    Seongho Jeong, Ki Eun Kim, Chang-Ho Han +2
    iSciencePeer-reviewedCC BY-NC-ND 4.0Atmospheric science & meteorologyCell PressCrossref
  5. Monitoring rock reinforcement works with ambient vibrations: La Bourne case study (Vercors, France)
    P. Bottelin, L. Baillet, E. Larose +5
    Engineering GeologyPeer-reviewedPublisher termsFull text53 citedGeophysics & seismologyHAL
BibTeX
@misc{liu2026ambient,
  title = {{Ambient Noise Surface-Wave Polarization in Anisotropic Media: Theory, Measurement, and Interpretation}},
  author = {Xiongwei Liu and Michael H Ritzwoller},
  howpublished = {EarthArXiv},
  year = {2026},
  month = sep,
  doi = {10.31223/x5pb83},
  url = {https://eartharxiv.org/repository/view/15155/},
  note = {CC BY 4.0},
}
RIS
TY  - UNPB
TI  - Ambient Noise Surface-Wave Polarization in Anisotropic Media: Theory, Measurement, and Interpretation
AU  - Xiongwei Liu
AU  - Michael H Ritzwoller
PY  - 2026
DA  - 2026/09/24
PB  - EarthArXiv
DO  - 10.31223/x5pb83
UR  - https://eartharxiv.org/repository/view/15155/
AB  - We develop an adiabatic theory and practical methodology for measuring quasi-Rayleigh and quasi-Love polarization from the complete ambient noise cross-correlation tensor. The formulation allows the polarization parameters at both stations of a pair to be estimated jointly and, under sufficiently adiabatic propagation, interpreted in terms of local anisotropic structure at those locations. A new empirical processing step approximates the theoretical source-group normalization to reduce source-related amplitude effects, providing the practical link between observations and theory. In geologically relevant limiting regimes, simple relations link diagonal carrier (TT,ZZ) and off-diagonal polarization-sensitive (TZ,ZT) waveforms, yielding information complementary to conventional phase-speed observations. In numerical benchmarks, predictions of the polarization-sensitive waveforms are accurate when anisotropy varies sufficiently slowly relative to wavelength. Stronger or shorter-scale structural variations can increase conversion between the two wave types, degrading the adiabatic approximation and local interpretability of measured polarization. We present the first measurements of surface-wave polarization from ambient noise cross-correlations in Alaska, focusing on the 20--30~s period band. For relatively short paths south of the Denali Fault, repeated polarization estimates are mutually consistent and broadly consistent between the two station endpoints, supporting a local interpretation. For paths crossing the fault, boundary-transient behavior develops, waveform fits degrade on average, and the polarization parameters change systematically, consistent with a breakdown of local interpretation across a strong structural boundary. Finally, in this example, adding a single polarization constraint to an inversion of Rayleigh- and Love-wave 2ψ and 4ψ phase-speed observations resolves a dip-orientation nonuniqueness that remains in the phase-speed-only inversion. The alternative dip solutions correspond to distinct three-dimensional orientations of the anisotropic fabric and may have important tectonic implications.
ER  -