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    On Mass Constraints Implied by the Relativistic Precession Model of Twin-peak Quasi-periodic Oscillations in Circinus X-1

    Zdeněk Stuchlík · 01 května, 2010 · Fyzika · 0 comments
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    Publication date: May 2010

    Abstract:
    Boutloukos et al. discovered twin-peak quasi-periodic oscillations
    (QPOs) in 11 observations of the peculiar Z-source Circinus X-1. Among
    several other conjunctions the authors briefly discussed the related
    estimate of the compact object mass following from the geodesic
    relativistic precession model for kHz QPOs. Neglecting the neutron star
    rotation they reported the inferred mass M 0 = 2.2 ±
    0.3 M sun. We present a more detailed analysis of the
    estimate which involves the frame-dragging effects associated with
    rotating spacetimes. For a free mass we find acceptable fits of the
    model to data for (any) small dimensionless compact object angular
    momentum j = cJ/GM 2. Moreover, quality of the fit tends to
    increase very gently with rising j. Good fits are reached when M ~ M
    0[1 + 0.55(j + j 2)]. It is therefore impossible
    to estimate the mass without independent knowledge of the angular
    momentum and vice versa. Considering j up to 0.3 the range of the
    feasible values of mass extends up to 3 M sun. We suggest
    that similar increase of estimated mass due to rotational effects can be
    relevant for several other sources.

    Authors:
    Török, Gabriel; Bakala, Pavel; Šrámková, Eva; Stuchlík, Zdeněk; Urbanec, Martin;

    http://adsabs.harvard.edu/abs/2010ApJ…714..748T

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