2014
DOI: 10.1002/2013ja019368
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Daytime wave characteristics in the mesosphere lower thermosphere region: Results from the Balloon‐borne Investigations of Regional‐atmospheric Dynamics experiment

Abstract: Results obtained from a joint INDO-US experiment on the investigations of mesosphere/lower thermosphere wave dynamics using balloon-borne optical dayglow measurements in combination with ground-based optical, radio, and magnetometer data are presented. Ultraviolet OI 297.2 nm dayglow emissions that originate at~120 km were measured from low-magnetic latitudes from onboard a balloon on 8 March 2010. This paper describes the details of a new spectrograph that is capable of making high spectral resolution (0.2 nm… Show more

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Cited by 24 publications
(25 citation statements)
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References 47 publications
(63 reference statements)
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“…Ground-based airglow emission measurements yield column integrated values; however, as they emanate from a finite thickness, they retain the information of fluctuations of smaller timescales as the reactants responsible for the airglow emissions do get affected by the passage of any wave-like fluctuations in the medium (e.g., Karan & Pallamraju, 2017, 2018Laskar et al, 2015;Pallamraju et al, 2010Pallamraju et al, , 2014Pallamraju et al, , 2016. Conventionally, established method for deriving GW periodicities, scale sizes, and propagation speeds has been through the analysis of temporal variation in optical airglow emission intensities.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…Ground-based airglow emission measurements yield column integrated values; however, as they emanate from a finite thickness, they retain the information of fluctuations of smaller timescales as the reactants responsible for the airglow emissions do get affected by the passage of any wave-like fluctuations in the medium (e.g., Karan & Pallamraju, 2017, 2018Laskar et al, 2015;Pallamraju et al, 2010Pallamraju et al, , 2014Pallamraju et al, , 2016. Conventionally, established method for deriving GW periodicities, scale sizes, and propagation speeds has been through the analysis of temporal variation in optical airglow emission intensities.…”
Section: Discussionmentioning
confidence: 99%
“…While periodicities of planetary scale oscillations are of the order of several days and spread over lengths of several thousands of kilometers, the oscillations of diurnal scales of periodicities of 24 hr and its subharmonics (12, 8, and 6 hr) have scale lengths of several thousands of kilometers. GWs are known to be generated due to changes in orography (e.g., Alexander, 1996), convective activity (e.g., Singh & Pallamraju, 2016), presence of sharp longitudinal gradients, as in the case of solar terminator (e.g., Forbes et al, 2008), and wind shears (Pallamraju et al, 2014;Pramitha et al, 2015). Sometimes this forcing is intertwined with the planetary scale oscillations in the Earth's atmosphere.…”
Section: Introductionmentioning
confidence: 99%
“…During nighttime, both eastward/westward propagations have been noted in equatorial latitudes and southward propagation in middle latitudes [ Shiokawa et al , ]. It was seen in an earlier experiment that the periodicity of waves continues to remain the same from day to night at a given location [ Pallamraju et al , ]; however, for varying latitudes, it is envisaged that the daytime periodicities, phase speeds, scale sizes, and propagation directions would be different. Simultaneous, collocated day and night measurements in the future will provide greater insights into these aspects.…”
Section: Discussionmentioning
confidence: 99%
“…An in‐house built near‐infrared imaging spectrograph (NIRIS) has been used to carry out measurements of O 2 (0–1) and OH(6–2) band nightglow emission intensities which emanate at altitudes of 94 and 87 km, respectively. The details of NIRIS have been reported earlier [ Pallamraju et al , ], and the methodology adopted to derive mesospheric temperatures using rotational line intensity ratios of these band emissions from this instrument has been detailed in Singh and Pallamraju []. The accuracy of temperatures derived by NIRIS is ±3 K with a cadence of 5 min.…”
Section: Data Usedmentioning
confidence: 99%