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Numerical simulations of impulsively excited fast magnetosonic waves in two parallel slabs

Wybrane pełne teksty z tego czasopisma
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Języki publikacji
EN
Abstrakty
EN
We present numerical results of a temporal evolution of impulsively excited magnetosonic waves in a solar coronal loop that is approximated by a set of two straight plasma slabs of mass density enhancement. Numerical simulations reveal that shapes of wavelet spectra of time signatures of these waves depend on a distance between the strands and on a position of the initial pulse. We find that with a distance growing between these strands short period waves contribute more while long period waves contribute less to the wavelet spectra. We demonstrate that a presence of the second parallel strand affects considerably wave propagation in comparison to one strand alone. We find out that the initial pulse triggers a packet of propagating waves among witch sausage and kink modes are present simultaneously.
Słowa kluczowe
Rocznik
Strony
227--238
Opis fizyczny
Bibliogr. 27, rys., tab.
Twórcy
autor
  • Institute of Mathematics and Computer Sciences, The State University in Chełm, Pocztowa 54, 22-100 Chełm, Poland, rogrodow@pwsz. chelm. pl
Bibliografia
  • [1] Roberts B, Edwin P M and Benz A 0 1984 ApJ 279 857
  • [2] Aschwanden M J 1987 Sol. Phys. 111 113
  • [3] Nakariakov V M, Tisklauri D, Kelly A, Arber T D and Aschwanden M J 2004 A & A 414 L25
  • [4] Cooper F C, Nakariakov V M and Williams D R 2003 A & A 409 325
  • [5] Diaz A J, Oliver R, Ballester J Land Roberts B 2004 A & A 424 1055
  • [6] Nakariakov V M and Ofman L 2001 A & A 372 L53
  • [7] Aschwanden M J and Nightingale R W 2005 ApJ 633 499
  • [8] Aschwanden M J 2005 ApJ 634 193
  • [9] Selwa M, Murawski K and Solanki S K 2005 A & A 437 701
  • [10] Edwin P M and Roberts B 1982 Sol. Phys. 76 239
  • [11] Edwin P M 1991 Ann. Geophys. 9 188
  • [12] Leble S 1990 Nonlinear Waves in Waveguides, Springer-Verlag
  • [13] Selwa M and Murawski K 2004 A & A 425 719
  • [14] Berghmans D and Clette F 1999 Sol. Phys. 186 207
  • [15] De Moortel I, Ireland J and Walsh R W 2000 A & A 355 123
  • [16] Taroyan Y, Erdelyi R, Dayle J G and Bradshow S J 2005 A & A 438 713
  • [17] Nakariakov V M, Arber T D, Ault C E, Katsiyannis A C, Williams D Rand Keenan F P 2004 MNRAS 349 705
  • [18] Ofman L and Wang T 2002 ApJ 580 185
  • [19] Ogrodowczyk Rand Murawski K 2006 Sol. Phys. 236 273
  • [20] Aschwanden M J, Fletcher 1, Schrijver C J and Alexander D 1999 ApJ 520 880
  • [21] Wang T J and Solanki S K 2004 ACiA 421 133
  • [22] Nakariakov V M, Melnikov V F and Reznikova V E 2003 A & A 412 18
  • [23] Murawski K 1993 Acta Astron. 43 161.
  • [24] Nightingale R W, Aschwanden M J, Alexander D, Reale F and Peres G 2000 AAS 32 812
  • [25] Jones O S, Shumlak U and Eberhardt D S 1997 J. Comput. Phys. 130 231
  • [26] Murawski K 2003 Turbulence, Waves, and Instabilities in the Solar Plasma, (Forges-Dajka E, Petrovay K and Erdlyi R, Eds.), PADED 13 61
  • [27] Murawski K and Roberts B 1994 Sol. Phys. 151 305
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-article-BPG5-0016-0038
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