YERAC-2013 Montoring of Giant Pulses with the LPA LPI at the frequensy of 111 MHz Kazantsev A.N.(1,2) & Potapov V.A.(1) (1) PRAO ASC LPI, Pushchino (2) Pushchino State Nat.Sci.Inst., Pushchino Bielefeld, 2013 Giant Radio Pulses (GRPs) of pulsars. Strong individual pulses tens, hundreds, thousands time as strong as averaged pulse. Peak flux density about hundreds, thousands and even millions Jy (when typical pulsar averaged pulse’s flux is several Jy). High level of linear and circular polarization of pulse. E.g. ~60% GRP of PSR B1937+21 are 100% circular polarized. GRPs have a power law distribution both for peak flux and pulse’s energy. Normal pulses have a Gaussian distribution on a logarithmic scale. GRPs have duration of several nanoseconds, e.g. B1937+21 (Soglasnov et al, 2004) GPs microstructure component may be as short as nanosecond or less, e.g. B0531+21 (Hankins et al., 2003). The highest brightness temperature: B0531+21 -TB≥5×1037K; B1937+21 - TB≥5×1039K «Classical» GRPs Pulsar in Crab nebulae (B0531+21) has most famous and the first discovered GRPs. The shortest ever observed component of GRP of the Crab pulsar (Hankins et al, 2003) S≈ 5 MJy Kalyazin (Russia), 2005, 2244 MHz, B = 16 MHz (Popov et al. 2005) GRPs energy distribution, B0531+21 Popov et al., 2009 Individual pulses energy distribution, B1937+21 Cognard et al. 1996 Histograms of relative peak flux (vs. flux of averaged profile), classification. 2695 MHz (Hesse & Wielebinski) , 1974 Pulsars with GRPs Name P, s P1, s/s Frequenc y, MHz DM, sm-3 pc B on LC, Gs First reference J0034-0721 0.9429 4.08e-16 40 11.380 7.02e+00 2004 J0218+4232 0.0023 7.73e-20 610 61.252 3.21e+05 2004 J0534+2200 0.0331 4.23e-13 40-8300 56.791 9.80e+05 1968 J0529-6652* 1.0249 7.73e-11 610 103.20 3.97e+01 2011 J0540-6919* 0.0505 4.79e-13 1390 146.500 3.62e+05 2006 J0659+1414 0.3849 5.50e-14 111 13.977 7.66e+02 2003 J0953+0755 0.2530 2.30e-16 111 2.958 1.41e+02 2003 J1115+5030 1.6564 2.49e-15 111 9.195 4.24e+00 2003 B1237+25** 1.38245 9.60e-16 111 9.242 4.14e+00 2012 J1752+2359 0.4091 0.64e-15 111 36.000 7.11e+01 2005 J1824-2452 0.0030 1.62e-18 1510 120.500 7.41e+05 2001 J1823-3021 0.0054 3.38e-18 685 86.834 2.52e+05 2005 J1939+2134 0.0016 1.05e-19 111-5500 71.0398 1.02e+06 1984 J1959+2048 0.0016 1.69e-20 610 29.1168 3.76e+05 2004 * - pulsar in LMC, ** - discovered in our observations Open questions. What are the differences in properties/statistics for pulsars from 3 sets mentioned above? How many pulsars with low BLC have GRPs? How strict and valuable statistical criterion is? (Power law/Gaussian distribution of pick flux for GP/normal pulses)? How stable are GRPs generated and how their properties change at long time intervals? Have to collect long data set to test different theories of GRPs generation. The same or two different models for normal and GRPs generation? Goals and program of research. To make regular long time observations of pulsar. Observations of strong second and millisecond pulsars at 111 MHz frequency. Search for pulses with peak flux in more than 30 average pulse. Building distributions on peak flux/energy for these pulses. Testing of statistical criterion by comparison distributions for pulsars with GRPs and regular pulsars, LPA of LPI radio telescope Scanning meridional phased array, One linear polarization. Frequency: 111 MHz, Bandwidth: 2.3 MHz (460 x 5 kHz digital receiver with post-detector DM removal); Duration of one scan: 3 to 7 min. (e.g. B1237+21 - 3.53 min = 153 pulses); Objects observed 36 pulsars: J0034-0721 J0922+0638 J1752+2359 J2018+2839 J0218+4232 J0953+0755 J1830-1059 J2022+2854 J0304+1932 J1115+5030 J1841+0912 J2030+3641 J0323+3944 J1239+2453 J1840+5640 J2032+4127 J0454+5543 J1509+5531 J1857+0943 J2113+2754 J0659+1414 J1537+1155 J1921+1419 J2113+4644 B0711+09 J1543+0929 J1932+1059 J2157+4017 J0814+7429 J1652+2651 J1948+3540 J2313+4253 J0826+2637 J1740+1311 J1957+2831 J2317+2149 Negative results No regular GRPs for: J0034-0721 (B0031-07), J0659+1414 (B0656+14) & J1752+2359 (40, DCR-100 & 102-111 MHz, LPA LPI) J0218+4232 & J1959+2048 (B1957+20) (610 MHz, GMRT). Strongest detected pulse of B0031-07 Positive results First discovered GRPs of B1237+25 (J1239+2453) Regular GRPs confirmed for B1112+50 & B0950+08 Strong individual pulses of B0809+74 were found (S > 20 ave. pulse) observed earlier in decameter wavelengths (Ulyanov et al. 2006) GRPs of B1237+25 (14.05.12 & 04.05.12) Individual pulses histograms. 111 MHz 2695 MHz Differs for histogram at 2695 MHz (no sub=peaks). Much stronger in maximum K.H. Hesse & R. Wielebinski, 1974 GRP peak flux distribution (B1237+25). -1.26±0.05 -3.36±0.34 Strongest GRP: Smax = 900±200 Jy. GRPs B1112+50 monitoring GRPs of B1112+50 distributions Ershov, Kuzmin, 2003 Kazantsev, Potapov, 2013 GRPs B0950+08 monitoring 111 MHz 2695 MHz GRP phase distribution (B0950+08), mode changes. GRP peak flux distribution (B0950+08). -1.25±0.04 -1.84±0.07 Results are consistent with early obtained (Smirnova, 2012) Search for GRPs of PSR B0809+74 Individual pulses’ peak flux distribution. -3.84±0.50 Individual pulses of B1508+55 111 MHz 2695 MHz Individual pulses peak flux distribution (B1508+55) -1.01±0.10 -4.39±0.48 Statistics of monitoring 10.2011 – 04.2013 Pulsar name Flux in averaged profiles >5 >10 >15 >20 >30 >50 >100 B0809+7 4 9799 2355 503 125 14 0 0 B0950+0 8 5764 2659 1372 727 253 51 4 B1112+5 0 2931 1602 851 456 153 33 2 B1237+2 5 1742 518 208 81 26 6 0 B1508+5 5 774 34 2 0 0 0 0 Summary For the first time discovered GRPs of PSR B1237+25, and, probably of PSR B0809+74 (early detected as strong wide pulses at 23.7MHz). It can be separated subset of pulsars with GRPs, having BLC ~ 1100 Gs, quite wide profiles and tenths or hundreds times stronger than averaged pulses. Such GRPs may be observed at meter and decameter wavelengths (referred as Anomalous Intensive Pulses - AIP). This subset of pulsars with GRPs maybe wide distributed between second period pulsars. We’d found 3.3 (6.6 ?) % of such pulsars in our random sampling of objects. Statistical criterion is not quite valuable because of regular pulsars (I/II type in Hesse-Wielebinski classification) may have the similar power law distribution of strong pulses. Some of such pulsars have “nullings” in GRP generation (3 from 7 pulsars in our sample). Vielen Dank für Ihre Aufmerksamkeit Спасибо за внимание Thank you for your attention
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