1998
DOI: 10.1016/s1364-6826(97)00131-4
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Polarisation effects for tweek propagation

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Cited by 45 publications
(51 citation statements)
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“…Shvets and Hayakawa (1998) have shown that the cutoff frequency of the first harmonic falls in the range of 1.6 -2.0 kHz which compares well with the value obtained here. However, the variability in f c and hence in h and n e is larger as compared to these authors.…”
Section: Ionospheric D-region Remote Sensing Using Tweekssupporting
confidence: 91%
See 1 more Smart Citation
“…Shvets and Hayakawa (1998) have shown that the cutoff frequency of the first harmonic falls in the range of 1.6 -2.0 kHz which compares well with the value obtained here. However, the variability in f c and hence in h and n e is larger as compared to these authors.…”
Section: Ionospheric D-region Remote Sensing Using Tweekssupporting
confidence: 91%
“…Kumar et al (1994) utilized tweeks to estimate the tweek reflection height h and propagation distance to low latitude station in the Indian sector. By analyzing tweeks up to the 8 th harmonics observed during January-April 1991, Shvets and Hayakawa (1998) estimated an increase in the electron density n e in the range 28 to 224 cm -3 at h = 81 -83 km. Ohya et al (2003) estimated the equivalent n e at the h of the night-time lower ionosphere by using the first order mode cut-off frequency.…”
Section: Introductionmentioning
confidence: 99%
“…Tweek reflection effective height is used to investigate ionosphere dynamics during the storm and dissimilar ionospheric dynamic conditions were identified. Shvets and Hayakawa (1998) assess tweek polarization effects in the northern and southern hemispheres employing multimode analysis, finding non-reciprocity between East-West and West-East propagation and variations in wave polarization due to the geomagnetic field. From measurements of right-and left-hand ELF-VLF polarized waves, Ostapenko et al (2010) use tweek signatures to study the auroral region.…”
Section: Sferics and Tweeksmentioning
confidence: 99%
“…The mean h increases as the harmonics of tweeks increases, which means that the higher harmonics of the same tweeks penetrate deeper into the nighttime lower ionosphere while reaching to the receiving station by multiple reflections (Kumar et al 2008). Tweeks are reflected at the altitudes where the plasma frequency equals the individual cut-off frequency of each harmonic, and therefore the waves with the higher harmonics are reflected at higher altitude due to the plasma frequency is higher (Shvets and Hayakawa 1998). We fit a linear function to the mean reflection Figure 3a shows that tweeks with m = 5 and 6 are reflected at the same altitude for all seasons.…”
Section: The Variations Of Reflection Height and Fundamental Frequencmentioning
confidence: 99%