22,469 research outputs found

    Asteroseismology of the δ\delta Scuti star HD 50844

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    Aims. We aim to probe the internal structure and investigate more detailed information of the δ\delta Scuti star HD 50844 with asteroseismology. Methods. We analyse the observed frequencies of the δ\delta Scuti star HD 50844 obtained by Balona (2014), and search for possible multiplets based on the rotational splitting law of g-mode. We tried to disentangle the frequency spectra of HD 50844 by means of the rotational splitting only. We then compare them with theoretical pulsation modes, which correspond to stellar evolutionary models with various sets of initial metallicity and stellar mass, to find the best-fitting model. Results. There are three multiplets including two complete triplets and one incomplete quintuplet, in which mode identifications for spherical harmonic degree ll and azimuthal number mm are unique. The corresponding rotational period of HD 50844 is found to be 2.44−0.08+0.13^{+0.13}_{-0.08} days. The physical parameters of HD 50844 are well limited in a small region by three modes identified as nonradial ones (f11f_{11}, f22f_{22}, and f29f_{29}) and by the fundamental radial mode (f4f_{4}). Our results show that the three nonradial modes (f11f_{11}, f22f_{22}, and f29f_{29}) are all mixed modes, which mainly represent the property of the helium core. The fundamental radial mode (f4f_{4}) mainly represents the property of the stellar envelope. In order to fit these four pulsation modes, both the helium core and the stellar envelope must be matched to the actual structure of HD 50844. Finally, the mass of the helium core of HD 50844 is estimated to be 0.173 ±\pm 0.004 M⊙M_{\odot} for the first time. The physical parameters of HD 50844 are determined to be M=M= 1.81 ±\pm 0.01 M⊙M_{\odot}, Z=Z= 0.008 ±\pm 0.001. Teff=T_{\rm eff}= 7508 ±\pm 125 K, logg=g= 3.658 ±\pm 0.004, R=R= 3.300 ±\pm 0.023 R⊙R_{\odot}, L=L= 30.98 ±\pm 2.39 L⊙L_{\odot}.Comment: 11 pages, 7 figures, 6 tables, accepted for publication in A&

    Spontaneous Magnetization of Solid Quark-cluster Stars

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    Pulsar-like compact stars usually have strong magnetic fields, with the strength from ∼108\sim 10^8 to ∼1012\sim 10^{12} Gauss on surface. How such strong magnetic fields can be generated and maintained is still an unsolved problem, which is, in principle, related to the interior structure of compact stars, i.e., the equation of state of cold matter at supra-nuclear density. In this paper we are trying to solve the problem in the regime of solid quark-cluster stars. Inside quark-cluster stars, the extremely low ratio of number density of electrons to that of baryons ne/nbn_e/n_b and the screening effect from quark-clusters could reduce the long-range Coulomb interaction between electrons to short-range interaction. In this case, the Stoner's model could apply, and we find that the condition for ferromagnetism is consistent with that for validity of Stoner's model. Under the screened Coulomb repulsion, the electrons inside the stars could spontaneously magnetized and become ferromagnetic, and hence would contribute non-zero net magnetic momentum to the whole star. We conclude that, for most cases in solid quark-cluster stars, the amount of net magnetic momentum, which is proportional to the amount of unbalanced spins ξ=(n+−n−)/ne\xi=(n_+-n_-)/n_e and depends on the number density of electrons ne=n++n−n_e=n_++n_-, could be significant with non-zero ξ\xi. The net magnetic moments of electron system in solid quark-cluster stars could be large enough to induce the observed magnetic fields for pulsars with B∼1011B\sim 10^{11} to ∼1013\sim 10^{13} Gauss.Comment: 7 pages, 1 figure. Accepted by Chinese Physics

    A Polytropic Model of Quark Stars

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    A polytropic quark star model is suggested in order to establish a general framework in which theoretical quark star models could be tested by observations. The key difference between polytropic quark stars and the polytropic model studied previously for normal (i.e., non-quarkian) stars is related to two issues: (i) a constant term representing the contribution of vacuum energy may be added in the energy density and the pressure for a quark star, but not for a normal star; (ii) the quark star models with non-vanishing density at the stellar surface are not avoidable due to the strong interaction between quarks. The first one implies that the vacuum inside a quark star is different from that outside, while the second one is relevant to the effect of color confinement. The polytropic equations of state are stiffer than that derived in conventional realistic models (e.g., the bag model) for quark matter, and pulsar-like stars calculated with a polytropic equation of state could then have high maximum masses (> 2 M_sun). Quark stars can also be very low massive, and be still gravitationally stable even if the polytropic index, n, is greater than 3. All these would result in different mass-radius relations, which could be tested by observations. In addition, substantial strain energy would develop in a solid quark star during its accretion/spindown phase, and could be high enough to take a star-quake. The energy released during star-quakes could be as high as ~ 10^{47} ergs if the tangential pressure is ~ 10^{-6} higher than the radial one.Comment: 17 pages, 4 figures, last version accepted for publication in Astroparticle Physic
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