2006
DOI: 10.1134/s0001433806040062
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Determination of parameters of the spectrum of internal waves in the stratosphere from space-based observations of strong stellar scintillation

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Cited by 12 publications
(14 citation statements)
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“…The appearance of the constriction in the dependence F I (k z , k y ) at k z = 0 is due to both a decrease in the rate of increasing the model spectral density (4) for K ⊥ → 0 and the anisotropy of the irregularities. This constriction disappears in the case of statistically isotropic irregularities when the parameter η tends to unity [7,8]. Due to the presence of the factor exp(−l 2 0 K 2 ⊥ ) in Eq.…”
Section: Two-dimensional Scintillation Spectra and Qualitative Analysmentioning
confidence: 89%
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“…The appearance of the constriction in the dependence F I (k z , k y ) at k z = 0 is due to both a decrease in the rate of increasing the model spectral density (4) for K ⊥ → 0 and the anisotropy of the irregularities. This constriction disappears in the case of statistically isotropic irregularities when the parameter η tends to unity [7,8]. Due to the presence of the factor exp(−l 2 0 K 2 ⊥ ) in Eq.…”
Section: Two-dimensional Scintillation Spectra and Qualitative Analysmentioning
confidence: 89%
“…(9) are isotropic. It was mentioned in [7,8] that this fact results in different behavior of one-dimensional scintillation spectra (11) in the region of small wave numbers when performing observations conditions through an isotropic medium or a medium having axial symmetry.…”
Section: Equations For the Scintillation Spectra After A Statisticallmentioning
confidence: 97%
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“…The lower limit is dictated by the weak scintillation assumption used in the forward model. The analysis [67] has shown that the parameters of the three-dimensional spectra of stratospheric irregularities can be retrieved under conditions of relatively strong scintillation. However, computing the scintillation spectra for strong scintillation requires rather heavy numerical calculations, which are hardly compatible with an iterative nonlinear fitting procedure, for application to the vast amount of satellite data.…”
Section: (E) Perspectives and Discussionmentioning
confidence: 99%
“…The theory of strong scintillations applied to the stellar occultation measurements has been further developed by Gurvich et al [67]. That paper considers the problem of remote sensing of stratospheric irregularities under strong scintillation conditions.…”
Section: Theory Of Scintillationmentioning
confidence: 99%