首页> 外文期刊>The Astrophysical journal >COLLECTIVE PROPERTIES OF X-RAY BINARY POPULATIONS OF GALAXIES. I. LUMINOSITY AND ORBITAL PERIOD DISTRIBUTIONS OF HIGH-MASS X-RAY BINARIES
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COLLECTIVE PROPERTIES OF X-RAY BINARY POPULATIONS OF GALAXIES. I. LUMINOSITY AND ORBITAL PERIOD DISTRIBUTIONS OF HIGH-MASS X-RAY BINARIES

机译:X射线双星人口的集体性质。 I.高质量X射线双星的发光度和轨道周期分布

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We introduce a method for obtaining the X-ray luminosity function (XLF) and the binary-period distribution of populations of high-mass X-ray binaries (HMXBs) in the stellar fields (i.e.,outside globular clusters) of normal galaxies. We start from standard distributions of the parameters of those primordial binaries which are the progenitors of HMXBs and follow the transformation of these distributions with the aid of a Jacobian formalism as the former evolve into the latter through the processes of the first mass transfer and the supernova (SN) that follows. We discuss the distributions of the post-SN binaries and the HMXBs. We show that our calculated model XLF has a differential slope ≈ – 1.6 with a flattening at low luminosities, in excellent agreement with observations. The calculated binary-period distribution, which basically has a slightly sloping plateau-like character at intermediate periods, with a rise to this plateau at shorter periods and fall-off from it at longer periods, is in agreement with the observed distribution within observational uncertainties. We discuss the physical origin of these distributions. We demonstrate that, while the effects of both (1) the distribution of the properties of the massive companion in the HMXBs and (2) the primordial orbital distribution and the SN dynamics are important, the former appear to be dominant in determining the XLF, and the latter in determining the HMXB binary-period distribution. We discuss the possible roles of stellar-mass black holes and ultraluminous X-ray sources in the observed "universal" XLF of HMXBs.
机译:我们介绍了一种获取正常星系的恒星场(即球状外星团)中X射线光度函数(XLF)和高质量X射线双星(HMXB)种群的二进制周期分布的方法。我们从作为HMXBs原始体的原始二元参数的标准分布开始,并在雅各布形式主义的帮助下跟随这些分布的变换,因为前者通过第一次质量转移和超新星过程演变为后者(SN)。我们讨论了后SN二进制文件和HMXB的分布。我们表明,我们计算出的模型XLF具有微分斜率≈– 1.6,并且在低发光度时具有平坦度,与观测值非常吻合。计算得出的二元周期分布在中间期基本上具有略为倾斜的高原状特征,在较短时期内会上升到该高原,在较长时期内会从高原上下降,这与观测不确定性内的观测分布一致。 。我们讨论了这些分布的物理起源。我们证明,虽然(1)HMXB中大质量伴星的属性分布和(2)原始轨道分布和SN动力学的影响都很重要,但前者在确定XLF方面似乎占主导地位,后者则用于确定HMXB二进制周期分布。我们讨论了恒星质量黑洞和超发光X射线源在HMXB的“通用” XLF中的可能作用。

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