Stökkva yfir í aðalyfirlit Stökkva yfir í leit Stökkva yfir í aðalefni

Testing the method of transverse displacements for calculating paths of the HF radio wave propagation in three dimensional inhomogeneous media

  • I. A. Nosikov
  • , P. F. Bessarab
  • , M. V. Klimenko
  • , V. V. Klimenko
  • , F. S. Bessarab
  • , D. S. Kotova
  • , V. E. Zakharov

Rannsóknarafurð: Kafli í bók/skýrslu/ráðstefnuritiRáðstefnuframlagritrýni

Útdráttur

Propagation of the Russian Academy of Sciences (WD IZMIRAN), Kaliningrad, Russia There are two approaches for radio wave ray tracing when the endpoints of the ray are fixed. The standard approach is the shooting method where a ray is sent out in some direction and its landing point is used to modify the shooting direction and obtain the desired endpoint. However, there is no systematic, universal algorithm for refining the shooting direction. Another approach is based on direct utilization of the variational principle for the optical path (Fermat's principle). The idea is to transform an arbitrary trajectory to an optimal one, while the endpoints of the trajectory are kept fixed according to the boundary conditions.

Upprunalegt tungumálEnska
Titill gistiútgáfu2015 1st URSI Atlantic Radio Science Conference, URSI AT-RASC 2015
ÚtgefandiInstitute of Electrical and Electronics Engineers Inc.
ISBN-númer (rafrænt)9789090086286
DOI
ÚtgáfustaðaÚtgefið - 21 okt. 2015
Viðburður1st URSI Atlantic Radio Science Conference, URSI AT-RASC 2015 - Gran Canaria, Spánn
Tímalengd: 16 maí 201524 maí 2015

Ritröð

Nafn2015 1st URSI Atlantic Radio Science Conference, URSI AT-RASC 2015

Ráðstefna

Ráðstefna1st URSI Atlantic Radio Science Conference, URSI AT-RASC 2015
Land/YfirráðasvæðiSpánn
Borg/bærGran Canaria
Tímabil16/05/1524/05/15

Athugasemd

Publisher Copyright: © 2015 International Union of Radio Science (URSI).

Fingerprint

Sökktu þér í rannsóknarefni „Testing the method of transverse displacements for calculating paths of the HF radio wave propagation in three dimensional inhomogeneous media“. Saman myndar þetta einstakt fingrafar.

Vitna í þetta