2005
DOI: 10.1007/bf02704879
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Full-wave solution of short impulses in inhomogeneous plasma

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Cited by 4 publications
(8 citation statements)
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“…The subsequent propagation of an impulse in the magnetoionic medium, excited by a tweek at the lower ionosphere was modelled. For this step the analytical UWB solution of wave propagation in case of arbitrarily inhomogeneous plasmas (Ferencz, 2005), or the full wave solution of an oblique impulse propagation , can be applied. Note that the waveforms of short-path fractionalhop whistlers, acquired at LEO altitudes, are most accurately described assuming an oblique, nonducted propagation in the ionospheric plasma.…”
Section: Tweek and Spw: Numerical Results Of A Full-wave Solution Comentioning
confidence: 99%
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“…The subsequent propagation of an impulse in the magnetoionic medium, excited by a tweek at the lower ionosphere was modelled. For this step the analytical UWB solution of wave propagation in case of arbitrarily inhomogeneous plasmas (Ferencz, 2005), or the full wave solution of an oblique impulse propagation , can be applied. Note that the waveforms of short-path fractionalhop whistlers, acquired at LEO altitudes, are most accurately described assuming an oblique, nonducted propagation in the ionospheric plasma.…”
Section: Tweek and Spw: Numerical Results Of A Full-wave Solution Comentioning
confidence: 99%
“…The detailed description of the analytical real UWB solution of signal propagation in an arbitrarily inhomogeneous anisotropic plasma can be found in Ferencz (2005), based on the results of the solution of monochromatic propagation (Ferencz, 2004b). We concentrate in the following on the results of numerical simulations of subionospheric tweek waveforms and on modeled SpW signals excited by tweeks, according to the schematic in Fig.…”
Section: Modelling and Interpretation Theoretical Backgroundmentioning
confidence: 99%
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“…Also, MR‐type reflection cannot occur in this region. The other possibility is the reflection caused by a density gradient can also be excluded, because this reflection produces a significantly different signal pattern [see Ferencz , 2005, Figure 2].…”
Section: Discussionmentioning
confidence: 99%
“…In the last years, however, with the exclusion of the motion of the medium traversed by the propagating signals, it was possible to derive precise full‐wave solutions of monochromatic and UWB signals from the Maxwell's equations [ Ferencz et al , 1996, 2001; Ferencz , 2005] with a lot of successful applications of these theoretical results mainly in space research [e.g., Ferencz et al , 2001, 2007; Lichtenberger , 2009; Ferencz et al , 2009]. The key step to derive these new solutions was the correct application of the method of inhomogeneous basic modes (MIBM) (see details given by Ferencz [1978c], Ferencz et al [2001], Ferencz [2004], and Ferencz [2005]). A short summary of the MIBM is given in the Appendices A and B.…”
Section: Introductionmentioning
confidence: 99%