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Article
Time-Variable Refraction of the Internal Tide at the Hawaiian Ridge
Journal of Physical Oceanography
  • Edward D. Zaron, Portland State University
  • Gary D. Egbert, Oregon State University
Document Type
Article
Publication Date
2-1-2014
Subjects
  • Harmonic analysis,
  • Tsunamis -- Hawaiian Ridge,
  • Tides
Abstract

The interaction of the dominant semidiurnal M2 internal tide with the large-scale subtidal flow is examined in an ocean model by propagating the tide through an ensemble of background fields in a domain centered on the Hawaiian Ridge. The background fields are taken from the Simple Ocean Data Assimilation (SODA) ocean analysis, at 2-month intervals from 1992 through 2001. Tides are computed with the Primitive Equation Z-coordinate Harmonic Analysis of Tides (PEZ-HAT) model by 14-day integrations using SODA initial conditions and M2 tidal forcing. Variability of the tide is found to occur primarily as the result of propagation through the nonstationary background fields, rather than via generation site variability. Generation of incoherent tidal variability is mapped and shown to occur mostly in association with waves generated at French Frigate Shoals scattering near the Musicians Seamounts to the north of the ridge. The phase-coherent internal tide loses energy at a domain-average rate of 2 mW m−2 by scattering into the nonstationary tide. Because of the interference of waves from multiple generation sites, variability of the internal tide is spatially inhomogeneous and values of the scattering rate 10 times larger occur in localized areas. It is estimated that 20% of the baroclinic tidal energy flux is lost by adiabatic scattering (refraction) within 250 km of the ridge, a value regarded as a lower bound because of the smoothed nature of the SODA fields used in this study.

Description

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DOI
10.1175/JPO-D-12-0238.1
Persistent Identifier
http://archives.pdx.edu/ds/psu/11913
Citation Information
Zaron, E. D., & Egbert, G. D. (2014). Time-Variable Refraction of the Internal Tide at the Hawaiian Ridge. Journal Of Physical Oceanography, 44(2), 538-557.