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Wyszukujesz frazę "Dong, Subo" wg kryterium: Autor


Wyświetlanie 1-2 z 2
Tytuł:
OGLE-BLG504.12.201843 : a possible extreme dwarf nova
Autorzy:
Pawlak, Michał
Udalski, Andrzej
Dong, Subo
Landri, Camille
Pejcha, Ondrej
Prieto, Jose L.
Strader, Jay
Barrientos, Manuel
Opis:
We present the analysis of existing optical photometry and new optical spectroscopy of the candidate cataclysmic variable star OGLE-BLG504.12.201843. As was shown previously, this object has an orbital period of 0.523419 d and exhibits year-long outbursts with a mean period of 973 d. Using digitized photographic archives, we show that the earliest recorded outburst occurred in 1910. We propose that this object is a U Gem-type dwarf nova (DN) with extreme properties. The orbital variability of the system in outburst shows clear signs of an accretion disc, from which the outburst likely originates. During quiescence, the object slowly brightens by up to 0.75 mag in the I band over 600 d before the outburst and exhibits small flares with amplitude ≲0.2 mag in the I band. We interpret the gradual brightening as an increase in the luminosity and temperature of the accretion disc, which is theoretically predicted but only rarely seen in DNe. The origin of small flares remains unexplained. The spectra show Balmer absorption lines both in quiescence and outburst, which can be associated with a bright secondary star or a cold accretion disc. During outbursts, emission lines with full width at half-maximum of about 450 km s−1 appear; however, they lack typical double-peaked profiles. We suggest that either these lines originate in the disc winds or the orbital inclination is low, the latter being consistent with constrains obtained from the orbital variability of the system. Due to its extreme properties and peculiarities, OGLE-BLG504.12.201843 is an excellent object for further follow-up studies.
Dostawca treści:
Repozytorium Uniwersytetu Jagiellońskiego
Artykuł
Tytuł:
Gaia22dkvLb : a microlensing planet potentially accessible to radial-velocity characterization
Autorzy:
Christie, Grant W.
Cassan, A.
Bachelet, Etienne
Wyrzykowski, L.
Mikołajczyk, P. J.
Pylypenko, Uliana
Kruszyńska, Katarzyna
Ihanec, N.
Shangguan, Jinyi
Gromadzki, M.
Udalski, Andrzej
Dong, Subo
Wambsganss, J.
Zejmo, Michal
Liu, Chang
Mróz, Przemek
Merc, Jaroslav
Yi, Tuan
Andrzejewski, Jan
Street, Rachel
Howil, K.
Hambsch, Franz-Josef
Rybicki, K. A.
Rota, P.
de Almeida, L.
Woillez, J.
Sitek, M.
Potter, Stephen
Monard, L. A. G.
Bozza, V.
Mérand, A.
Lewis, Fraser
Bronikowski, Mateusz
Liu, Zhuokai
Zieliński, P.
Chen, Huiling
Hundertmark, M.
Zhang, Huawei
Tsapras, Y.
Huang, Yang
Michniewicz, Olga
Wu, Zexuan
McCormick, J.
Fukui, Akihiko
El-Badry, Kareem
Figuera Jaimes, R.
Słowikowska, A.
Gould, Andrew
Bąkowska, K.
Ratajczak, M.
Zoła, Stanisław
Dominik, M.
Natusch, Tim
Opis:
We report discovering an exoplanet from following up a microlensing event alerted by Gaia. The event Gaia22dkv is toward a disk source rather than the traditional bulge microlensing fields. Our primary analysis yields a Jovian planet with $M_{P}=0.59^{+0.15}_{-0.05}M_{J}$ at a projected orbital separation $r_{\perp} =1.4^{+0.8}_{-0.3}$ u, and the host is a ∼1.1 M$_{\bigodot }$ turnoff star at ∼1.3 kpc. At $r' \approx 14$, the host is far brighter than any previously discovered microlensing planet host, opening up the opportunity to test the microlensing model with radial velocity (RV) observations. RV data can be used to measure the planet's orbital period and eccentricity, and they also enable searching for inner planets of the microlensing cold Jupiter, as expected from the "inner–outer correlation" inferred from Kepler and RV discoveries. Furthermore, we show that Gaia astrometric microlensing will not only allow precise measurements of its angular Einstein radius θ$_{E}$ but also directly measure the microlens parallax vector and unambiguously break a geometric light-curve degeneracy, leading to the definitive characterization of the lens system.
Dostawca treści:
Repozytorium Uniwersytetu Jagiellońskiego
Artykuł
    Wyświetlanie 1-2 z 2

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