Reciprocal travel time scintillation analysis
Keywords:
acoustic wave velocity, oceanographic regions, sea ice, underwater sound, Arctic boundary layer, acoustical reciprocal transmissions, line-averaged velocity measurements, high frequency velocity fluctuations, advection, turbulent velocity fine structure, sonic anemometers, spectral transfer functions, dimensionless wavenumberAbstract
During a study of the Arctic boundary layer. Menemenlis and Farmer used acoustical reciprocal transmissions to obtain line-averaged velocity measurements along 200 m horizontal paths in the mixed layer beneath ice. The present discussion is motivated by a desire to interpret the observed high frequency velocity fluctuations in terms of the advection and evolution of turbulent velocity fine structure. Kaimal et al. (1968) discussed the problem of line-averaging in the context of extending the useful range of sonic anemometers to scales shorter than the acoustic paths. They derived transfer functions that relate measured and ideal one-dimensional power spectra. The present authors investigate the asymptotic behaviour of the spectral transfer functions, as the length of the measuring baseline is increased, and derive analytic expressions. The spectral transfer functions are shown to vary with dimensionless wavenumber and with angle between the measuring baseline and the mean velocity. The analysis is extended to anisotropic and inhomogeneous flows. Finally, some experimental data taken in the boundary layer beneath ice is compared with the theoryAdditional Files
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