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Phase patterns of dispersive waves from moving localized sources

 a,  a, b, c
a Federal State Budget Organization, Research and Production Association Taifun, Lenina av. 82, Obninsk, Kaluga Region, 249020, Russian Federation
b A M Obukhov Institute of Atmospheric Physics, Russian Academy of Sciences, Pyzhevskii per. 3, Moscow, 109017, Russian Federation
c Obninsk Institute for Nuclear Power Engineering, Obninsk, Russian Federation

A general approach is proposed within which the phase structure of wave perturbations caused by a moving localized source can be described based on the wave dispersion law alone. Using this approach, a simple analytic expression for phase surfaces is obtained, on the basis of which the phase patterns of capillary-gravity waves are studied, as are the structure of ocean wave trains in the wake of a tropical hurricane and the systems of leeward waves in the Earth’s atmosphere.

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Fulltext is also available at DOI: 10.3367/UFNe.0184.201401d.0089
PACS: 47.10.−g, 47.35.−i, 47.35.Bb, 47.35.Pq (all)
DOI: 10.3367/UFNe.0184.201401d.0089
URL: https://ufn.ru/en/articles/2014/1/d/
000334343500004
2-s2.0-84898873421
2014PhyU...57...80S
Citation: Svirkunov P N, Kalashnik M V "Phase patterns of dispersive waves from moving localized sources" Phys. Usp. 57 80–91 (2014)
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Received: 12th, July 2013, revised: 19th, September 2013, 6th, September 2013

Îðèãèíàë: Ñâèðêóíîâ Ï Í, Êàëàøíèê Ì Â «Ôàçîâûå êàðòèíû äèñïåðãèðóþùèõ âîëí îò äâèæóùèõñÿ ëîêàëèçîâàííûõ èñòî÷íèêîâ» ÓÔÍ 184 89–100 (2014); DOI: 10.3367/UFNr.0184.201401d.0089

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  24. Krakov M S, Khokhryakova C A, Kolesnichenko E V J. Fluid Mech. 948 (2022)
  25. Kalashnik M V Izv. Atmos. Ocean. Phys. 58 529 (2022)
  26. Bulatov V V Theor Math Phys 211 611 (2022)
  27. Bulatov V V, Vladimirov Yu V et al Dokl. Earth Sc. 501 959 (2021)
  28. Bulatov V V, Vladimirov Yu V, Vladimirov I Yu Izv. Atmos. Ocean. Phys. 57 321 (2021)
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  31. Bulatov V V, Vladimirov Yu V, Vladimirov I Yu Fluid Dyn 56 975 (2021)
  32. Bulatov V V, Vladimirov Yu V Izv. Atmos. Ocean. Phys. 57 614 (2021)
  33. Bulatov V V, Vladimirov Yu V Comput. Math. And Math. Phys. 61 556 (2021)
  34. Hooper C, Khusnutdinova K, Grimshaw R J. Fluid Mech. 927 (2021)
  35. Gnevyshev V, Badulin S Fluids 5 219 (2020)
  36. Bulatov V, Vladimirov Yu Symmetry 12 1899 (2020)
  37. Bulatov V V, Vladimirov Yu V Russ. J. Earth Sci. 20 1 (2020)
  38. Gnevyshev V G, Badulin S I 10 (2) (2020)
  39. Bulatov V V, Vladimirov Yu V Izv. Atmos. Ocean. Phys. 56 85 (2020)
  40. Bulatov V, Vladimirov Yu Symmetry 12 1865 (2020)
  41. Bulatov V V, Vladimirov Yu V J Appl Mech Tech Phy 60 1013 (2019)
  42. Bulatov V V, Vladimirov Yu V, Vladimirov I Yu Russ. J. Earth Sci. 19 1 (2019)
  43. Kalashnik M V, Kulichkov S N Izv. Atmos. Ocean. Phys. 55 423 (2019)
  44. Bulatov V V, Vladimirov Yu V Oceanology 58 796 (2018)
  45. Kalashnik M V Acoust. Phys. 64 144 (2018)
  46. Kurgansky M V, Krupchatnikov V N Izv. Atmos. Ocean. Phys. 52 117 (2016)
  47. Chkhetiani O G, Kalashnik M V, Chagelishvili G D Jetp Lett. 101 79 (2015)

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