Abstract

Abstract. Gravity waves (GWs) play a crucial role in the dynamics of the earth's atmosphere. These waves couple lower, middle and upper atmospheric layers by transporting and depositing energy and momentum from their sources to great heights. The accurate parameterisation of GW momentum flux is of key importance to general circulation models but requires accurate measurement of GW properties, which has proved challenging. For more than a decade, the nadir-viewing Atmospheric Infrared Sounder (AIRS) aboard NASA's Aqua satellite has made global, two-dimensional (2-D) measurements of stratospheric radiances in which GWs can be detected. However, one problem with current one-dimensional methods for GW analysis of these data is that they can introduce significant unwanted biases. Here, we present a new analysis method that resolves this problem. Our method uses a 2-D Stockwell transform (2DST) to measure GW amplitudes, horizontal wavelengths and directions of propagation using both the along-track and cross-track dimensions simultaneously. We first test our new method and demonstrate that it can accurately measure GW properties in a specified wave field. We then show that by using a new elliptical spectral window in the 2DST, in place of the traditional Gaussian, we can dramatically improve the recovery of wave amplitude over the standard approach. We then use our improved method to measure GW properties and momentum fluxes in AIRS measurements over two regions known to be intense hotspots of GW activity: (i) the Drake Passage/Antarctic Peninsula and (ii) the isolated mountainous island of South Georgia. The significance of our new 2DST method is that it provides more accurate, unbiased and better localised measurements of key GW properties compared to most current methods. The added flexibility offered by the scaling parameter and our new spectral window presented here extend the usefulness of our 2DST method to other areas of geophysical data analysis and beyond.

Highlights

  • Gravity waves are a vital component of the atmospheric system

  • We find that when Atmospheric Infrared Sounder (AIRS) measurements are analysed with the 2-D Stockwell transform (2DST) using this new Elliptic–Bessel window in place of the traditional Gaussian, the measurement of gravity wave amplitudes is greatly improved

  • While we would not expect the magnitude of these fluxes to be the same as those observed by limb sounders (firstly, nadir-sounding instruments are generally more sensitive to waves with longer vertical wavelengths and higher momentum fluxes due to the deep vertical weighting function (Alexander and Barnet, 2007); secondly, momentum flux estimates from limb sounders are typically lowerbound estimates due to the projection of horizontal wavelengths (Ern et al, 2004); and, thirdly, wavelength-dependent wave amplitude attenuation corrections are not generally applied to limb-sounder results), we note that our results and those of other AIRS gravity wave studies in this region, which use a correction factor for wave amplitude attenuation based upon a vertical wavelength estimation, are substantially higher

Read more

Summary

Introduction

Gravity waves are a vital component of the atmospheric system. These propagating mesoscale disturbances can transport energy and momentum from their source regions to great heights. Alexander and Barnet (2007) developed a method for measuring gravity wave amplitudes, horizontal wavelengths and directions of propagation from AIRS granules using the one-dimensional (1-D) S-transform. In their method, the Stransform is computed for each cross-track row, and cospectra between adjacent cross-track rows are used to obtain spectral information in the along-track dimension. The method of Alexander and Barnet (2007) provides good first-order measurement of the properties of the (up to five) dominant wave features in a granule, but it can introduce unwanted biases as discussed further in Sect.

AIRS data
The Stockwell transform
The two-dimensional Stockwell transform
Measuring gravity wave properties
An alternative spectral window
The Elliptic–Bessel window
Invertibility
The effect of window choices on AIRS analysis
AIRS gravity wave analysis using the 2DST
AIRS granule selection and pre-processing
AIRS gravity wave properties measured by the 2DST
Momentum fluxes
Small-scale perturbations and the attenuation correction
Summary and conclusions
The Elliptic–Bessel window in the spatial domain
Spatial integral of the Elliptic–Bessel window
Findings
Admissibility of other windows
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call