729 research outputs found

    Photometric observations of flares on AD Leo from GWAC-F30 and TESS

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    We observed active M dwarf star AD Leo for 146 hr in photometry by GWAC-F30 and also analyzed 528-hr photometric data of the star from TESS. A total of 9 and 70 flares are detected from GWAC-F30 and TESS, respectively. Flare durations, amplitudes and energies are calculated. The distributions of the three properties and FFDs are given. Within the same energy range of flares, the FFDs of AD Leo obtained in this research and the previous study are basically consistent, which suggests that the magnetic activity of this star has not significantly changed compared to that decades ago. Comparing with the average FFD of M-type stars, AD Leo's FFD is twice higher, indicating that its magnetic activity is more active than that of the average level of the M-type. Based on TESS light curve, AD Leo's rotation period is calculated as 2.21(+0.010.01){+0.01 \choose -0.01} day , supporting the result given in previous research. During the decay phase of the most energetic flare from TESS, we identified QPPs and determined a 26.5-min oscillation period, which is currently the longest period for AD Leo, suggesting that long periodic physical process existed during flare of this star

    Kinematics of the Broad-line Region of 3C 273 from a Ten-year Reverberation Mapping Campaign

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    Despite many decades of study, the kinematics of the broad-line region of 3C~273 are still poorly understood. We report a new, high signal-to-noise, reverberation mapping campaign carried out from November 2008 to March 2018 that allows the determination of time lags between emission lines and the variable continuum with high precision. The time lag of variations in Hβ\beta relative to those of the 5100 Angstrom continuum is 146.812.1+8.3146.8_{-12.1}^{+8.3} days in the rest frame, which agrees very well with the Paschen-α\alpha region measured by the GRAVITY at The Very Large Telescope Interferometer. The time lag of the Hγ\gamma emission line is found to be nearly the same as for Hβ\beta. The lag of the Fe II emission is 322.057.9+55.5322.0_{-57.9}^{+55.5} days, longer by a factor of \sim2 than that of the Balmer lines. The velocity-resolved lag measurements of the Hβ\beta line show a complex structure which can be possibly explained by a rotation-dominated disk with some inflowing radial velocity in the Hβ\beta-emitting region. Taking the virial factor of fBLR=1.3f_{\rm BLR} = 1.3, we derive a BH mass of M=4.10.4+0.3×108MM_{\bullet} = 4.1_{-0.4}^{+0.3} \times 10^8 M_{\odot} and an accretion rate of 9.3LEddc29.3\,L_{\rm Edd}\,c^{-2} from the Hβ\beta line. The decomposition of its HSTHST images yields a host stellar mass of M=1011.3±0.7MM_* = 10^{11.3 \pm 0.7} M_\odot, and a ratio of M/M2.0×103M_{\bullet}/M_*\approx 2.0\times 10^{-3} in agreement with the Magorrian relation. In the near future, it is expected to compare the geometrically-thick BLR discovered by the GRAVITY in 3C 273 with its spatially-resolved torus in order to understand the potential connection between the BLR and the torus.Comment: 17 pages, 12 figures, 6 tables, accepted for publication in The Astrophysical Journa

    Pressure induced superconductivity bordering a charge-density-wave state in NbTe4 with strong spinorbit coupling

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    Transition-metal chalcogenides host various phases of matter, such as charge-density wave (CDW), superconductors, and topological insulators or semimetals. Superconductivity and its competition with CDW in low-dimensional compounds have attracted much interest and stimulated considerable research. Here we report pressure induced superconductivity in a strong spin-orbit (SO) coupled quasi-one-dimensional (1D) transition-metal chalcogenide NbTe4_4, which is a CDW material under ambient pressure. With increasing pressure, the CDW transition temperature is gradually suppressed, and superconducting transition, which is fingerprinted by a steep resistivity drop, emerges at pressures above 12.4 GPa. Under pressure pp = 69 GPa, zero resistance is detected with a transition temperature TcT_c = 2.2 K and an upper critical field Hc2H_{c2}= 2 T. We also find large magnetoresistance (MR) up to 102\% at low temperatures, which is a distinct feature differentiating NbTe4_4 from other conventional CDW materials.Comment: https://rdcu.be/LX8
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