2002
DOI: 10.1029/2002rs002615
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An ionospheric obliquity process responsive to line‐of‐sight azimuth and elevation

Abstract: [1] This paper describes a one-directional iterative technique which converts from slant Total Electron Content (TEC) to vertical TEC using information describing the current state of the ionosphere. The method combines the well-known Chapman function of electron density with a spherical harmonics representation of the peak density over a spherical surface. Several parameters either have restricted movement or are kept constant in order for the problem to remain manageable. This technique is compared to the st… Show more

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Cited by 8 publications
(7 citation statements)
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“…In converting slant TEC to vertical TEC, this study applies the simple “plane‐parallel” model to the FORTE‐derived slant TEC. Because of the Earth's curvature, such a simplification can have effects on the derived vertical TECs for low elevation angles under large electron density spatial gradients [ Conker and El‐Arini , 2002]. In this section we quantitatively describe the biases from using such a simple conversion model and discuss the degree of related uncertainties in interpreting our results.…”
Section: Forte‐derived Tec Analysismentioning
confidence: 99%
“…In converting slant TEC to vertical TEC, this study applies the simple “plane‐parallel” model to the FORTE‐derived slant TEC. Because of the Earth's curvature, such a simplification can have effects on the derived vertical TECs for low elevation angles under large electron density spatial gradients [ Conker and El‐Arini , 2002]. In this section we quantitatively describe the biases from using such a simple conversion model and discuss the degree of related uncertainties in interpreting our results.…”
Section: Forte‐derived Tec Analysismentioning
confidence: 99%
“…[28] It should be noted that a very useful closed form expression is provided by Conker and El-Arini [2002] relating the variance of the tracking error at the output of a phase lock loop (PLL) to the input phase scintillation signal PSD, the amplitude scintillation signal strength S 4 , and to the PLL parameters.…”
Section: Emagr and Gsv4004 Resultsmentioning
confidence: 99%
“…(4) MF based on empirical models, such as the IRI model, the Chapman profile, and three-dimensional (3D) models. These models are applied to calculate the average height of electron density or the integral height along the trace [24,25]. For example, the Chapman function is written as Equation 8.…”
Section: Overview Of Existing Mfsmentioning
confidence: 99%