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Takashi Sekii Division of Solar and Plasma Astrophysics and Hinode Science Center NAOJ Rotation of KIC 11145123
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…in collaboration with Don Kurtz Hideyuki Saio Masao Takata Hiromoto Shibahashi & Simon Murphy Kurtz et al. (2014)
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The talk is about Asteroseismic inference on rotation of a terminal-age main-sequence star KIC11145123 The star exhibits both p-mode oscillations and g-mode oscillations The star is almost a rigid rotator The envelope however is rotating slightly faster HELAS VI@Göttingen 4 Sep 2014
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KIC11145123 A late A star Kepler magnitude K p =13 Huber et al. (2014) Effective temperature: T eff = 8050±200 K Surface gravity: log g = 4.0±0.2 (g in cgs) HELAS VI@Göttingen 4 Sep 2014
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Oscillations of KIC11145123 Kepler quarters 0-16, long cadence, 1340-day long HELAS VI@Göttingen 4 Sep 2014 Amplitude spectrum
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Oscillations of KIC11145123 Kepler quarters 0-16, long cadence, 1340-day long HELAS VI@Göttingen 4 Sep 2014 P-mode rangeG-mode range
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It is a δ Sct-γ Dor hybrid From the numerous peaks the following modes were selected for modelling 5 p modes (1 singlet, 2 triplets & 2 quintuplets) The singlet is of the highest amplitude 15 g-mode triplets High overtones with the mean period spacing Oscillations of KIC11145123 HELAS VI@Göttingen 4 Sep 2014 ΔP g =0.0024 d ν 1 =17.964 d -1
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Modelling KIC 11145123 The low value of ΔP g indicates that the star is in an advanced stage of evolution HELAS VI@Göttingen 4 Sep 2014
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Modelling KIC 11145123 The strategy Match ΔP g and then match ν 1 Then see how well the other modes fit HELAS VI@Göttingen 4 Sep 2014
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Modelling KIC 11145123 The best model M=1.46M Has a convective core (r 〜 0.05R) Z=0.01, Y=0.36 Helium abandunce high Too faint and too cool for the KIC parameters HELAS VI@Göttingen 4 Sep 2014
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Rotational shift of frequencies HELAS VI@Göttingen 4 Sep 2014
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Nearly a rigid rotator The g-mode splittings show very small scattering Δf g =0.0047562±0.0000023 d -1 (average) Implies a rigid rate of about 0.0095 d -1 (in rotational frequency) C nl →1/2 for dipole g modes The p-mode shifts are more or less consistent with this rate too C nl →0 for p modes However… HELAS VI@Göttingen 4 Sep 2014
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Rotational shift of frequencies HELAS VI@Göttingen 4 Sep 2014
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The envelope seems to be rotating slightly faster since… Δf g =0.0047562±0.0000023 d -1 (average) Δf p =1.0101560±0.0000025 d -1 (l=1, n=3) Δf p -2Δf g >0 Note that Ω p /2π > Δf p (lower bound) Ω g /2π<2Δf g (upper bound) HELAS VI@Göttingen 4 Sep 2014 Core vs envelope
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Two-zone modelling Fitting the following form …not even to individual splittings, but to the p- and g-averaged splittings HELAS VI@Göttingen 4 Sep 2014
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Two-zone modelling HELAS VI@Göttingen 4 Sep 2014 Solid: g-mode kernel Dotted: p-mode kernel Step functions: two-zone models Good separation between regions sampled by two kernels
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Two-zone modelling Averaging kernel (r b =0.3R) HELAS VI@Göttingen 4 Sep 2014 Solid: avg krn for Ω 1 Dotted: avg krn for Ω 2 ‘Localization’ fairly good and small dips do not affect the conclusion
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Discussions (2/1) The modelling uncertainty does worry us, but it does NOT affect the main inferences on the rotation The nearly rigid rotation suggests a strong angular momentum transport It is UNLIKELY that the star is strongly magnetic HELAS VI@Göttingen 4 Sep 2014
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Discussions (2/2) If the envelope as a whole is rotating faster, why? Angular transport by waves? A viscosity-type mechanism cannot spin the outside up over the internal rate Mass accretion? Also to explain the high He abandunce One unexplored issue: what is the least exotic 2-d rotation profile consistent with data? HELAS VI@Göttingen 4 Sep 2014
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Summary A terminal-age main-sequence A star KIC11145123 exhibit both p-mode oscillations and g-mode oscillations This permits us to examine the core rotation and the envelope rotation separately The star is almost a rigid rotator The envelope however is rotating slightly faster ‘on average’ There are implications on angular momentum transport mechanism HELAS VI@Göttingen 4 Sep 2014
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