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Model of flare lightcurve profile observed in soft X-rays

Published online by Cambridge University Press:  09 September 2016

Magdalena Gryciuk
Affiliation:
Solar Physics Division, Space Research Centre Polish Academy of Sciences, Kopernika 11, 51-622 Wroclaw, Poland email: [email protected] Astronomical Institute, University of Wroclaw, Poland
Marek Siarkowski
Affiliation:
Solar Physics Division, Space Research Centre Polish Academy of Sciences, Kopernika 11, 51-622 Wroclaw, Poland email: [email protected]
Szymon Gburek
Affiliation:
Solar Physics Division, Space Research Centre Polish Academy of Sciences, Kopernika 11, 51-622 Wroclaw, Poland email: [email protected]
Piotr Podgorski
Affiliation:
Solar Physics Division, Space Research Centre Polish Academy of Sciences, Kopernika 11, 51-622 Wroclaw, Poland email: [email protected]
Janusz Sylwester
Affiliation:
Solar Physics Division, Space Research Centre Polish Academy of Sciences, Kopernika 11, 51-622 Wroclaw, Poland email: [email protected]
Anna Kepa
Affiliation:
Solar Physics Division, Space Research Centre Polish Academy of Sciences, Kopernika 11, 51-622 Wroclaw, Poland email: [email protected]
Tomasz Mrozek
Affiliation:
Solar Physics Division, Space Research Centre Polish Academy of Sciences, Kopernika 11, 51-622 Wroclaw, Poland email: [email protected] Astronomical Institute, University of Wroclaw, Poland
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Abstract

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We propose a new model for description of solar flare lightcurve profile observed in soft X-rays. The method assumes that single-peaked ‘regular’ flares seen in lightcurves can be fitted with the elementary time profile being a convolution of Gaussian and exponential functions. More complex, multi-peaked flares can be decomposed as a sum of elementary profiles. During flare lightcurve fitting process a linear background is determined as well. In our study we allow the background shape over the event to change linearly with time. Presented approach originally was dedicated to the soft X-ray small flares recorded by Polish spectrophotometer SphinX during the phase of very deep solar minimum of activity, between 23rd and 24th Solar Cycles. However, the method can and will be used to interpret the lightcurves as obtained by the other soft X-ray broad-band spectrometers at the time of both low and higher solar activity level. In the paper we introduce the model and present examples of fits to SphinX and GOES 1-8 Å channel observations as well.

Type
Contributed Papers
Copyright
Copyright © International Astronomical Union 2016 

References

Aschwanden, M. J., Dennis, B. R., & Benz, A. O. 1998, ApJ., 497, 972.Google Scholar
Aschwanden, M. J. & Freeland, S. L. 2012, ApJ, 754, 112.Google Scholar
Bornmann, P. L. 1990, ApJ, 356, 733 CrossRefGoogle Scholar
Bornmann, P. L., Speich, D., Hirman, J., Pizzo, V. J., Grubb, R., Balch, C., & Heckman, G. 1996, SPIE Proc., 2812, 309.Google Scholar
Borucki, W. J., Koch, D., & Basri, G., et al. 2010, Sci, 327, 977 Google Scholar
Davenport, J. R. A., Hawley, S. L., Hebb, L., Wisniewski, J. P., Kowalski, A., Johnson, E. C., Malatesta, M., Peraza, J., Keil, M., Silverberg, S. M., Jansen, T. C., Scheffler, M. S., Berdis, J. R., Larsen, D. M., & Hilton, E. J. 2014, ApJ, 797, 122 CrossRefGoogle Scholar
Fishman, G. J., Meegan, C. A., & Wilson, R. B., et al. 1989, BAAS, 21, 860 Google Scholar
Garcia, H. A. 1994, Solar Phys. 154, 275 Google Scholar
Gburek, S., Siarkowski, M., Kepa, A., Sylwester, J., Kowalinski, M., Bakala, J., Podgorski, P., Kordylewski, Z., Plocieniak, S., Sylwester, B., Trzebinski, W., & Kuzin, S. 2011a, Solar System Research, 45, 182 CrossRefGoogle Scholar
Gburek, S., Sylwester, J., Kowalinski, M., Bakala, J., Kordylewski, Z., Podgorski, P., Plocieniak, S., Siarkowski, M., Sylwester, B., Trzebinski, W., Kuzin, S.V., Pertsov, A.A., Kotov, Y.D., Farnik, F., Reale, F., & Phillips, K.J.H. 2011b, Solar System Research, 45, 189.CrossRefGoogle Scholar
Gburek, S., Sylwester, J., Kowalinski, M., Bakala, J., Kordylewski, Z., Podgorski, P., Plocieniak, S., Siarkowski, M., Sylwester, B., Trzebinski, W., Kuzin, S. V., Pertsov, A. A., Kotov, Y. D., Farnik, F., Reale, F., & Phillips, K. J. H. 2013, Solar Phys., 283, 631 Google Scholar
Markwardt, C. B. 2009, Non-linear Least-squares Fitting in IDL with MPFIT, 411, 251 Google Scholar
More, J. J. 1977, The Levenberg-Marquardt algorithm: implementation and theory, 630, 105 Google Scholar
Sylwester, J., Kowalinski, M., Gburek, S., Siarkowski, M., Kuzin, S., Farnik, F., Reale, F., Phillips, K. J. H., Baka la, J., Gryciuk, M., Podgorski, P., & Sylwester, B. 2012, ApJ, 751, 111 CrossRefGoogle Scholar
Sylwester, J., Kuzin, S., Kotov, Y., Farnik, F.,& Reale, F. 2008, ApJ (Letters), 29, 339 Google Scholar
Sylwester, B., Sylwester, J., Siarkowski, M., Engell, A. J.,& Kuzin, S. V. 2011, Central European Astrophysical Bulletin, 35, 171 Google Scholar
Reinard, A., Hill, S., Viereck, R., & Bailey, S. 2005, AGU Fall Meeting Abstracts, B344Google Scholar
van Beek, H. F., de Feiter, L. D., & de Jager, C. 1974, In: Rycroft, M.J., Reasenberg, R.D. (eds.) Space Research XIV, 447Google Scholar