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A TWO-ZONE MODEL FOR TYPE Ⅰ X-RAY BURSTS ON ACCRETING NEUTRON STARS

机译:积聚中子星的Ⅰ型X射线爆发的两区模型

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We construct a two-zone model to describe hydrogen and helium burning on an accreting neutron star and use it to study the triggering of type Ⅰ X-ray bursts. Although highly simplified, the model reproduces all of the bursting regimes seen in the more complete global stability analysis of Narayan & Heyl, including the delayed mixed burst regime. The results are also consistent with observations. At accretion rates M/M_(Edd) approx< 0.1, helium burning via the well-known thin-shell thermal instability triggers bursts. As M increases, however, the triggering mechanism evolves from the fast thermal instability to a slowly growing overstability involving both hydrogen and helium burning. The competition between nuclear heating via the β-limited CNO cycle and the triple-α process on the one hand, and radiative cooling via photon diffusion and emission on the other, drives oscillations with a period approximately equal to the hydrogen burning timescale. If these oscillations grow, the gradually rising temperature in the helium layer will eventually provoke a thin-shell thermal instability and hence a delayed mixed burst. For M/M_(Edd) approx> 0.25, nuclear burning is stable and there are no bursts. Nearly all other theoretical models, including detailed time-dependent multizone calculations, predict that bursts should occur for all M/M_(Edd) approx< 1, in conflict both with our results and with observations. We suggest that this discrepancy arises from the assumed strength of the hot CNO cycle breakout reaction ~(15)O(α, γ)~(19)Ne in these other models. That observations agree much better with the results of Narayan & Heyl and our two-zone model, both of which neglect breakout reactions, may imply that the true ~(15)O(α, γ)~(19)Ne rate is smaller than assumed in previous investigations.
机译:我们建立了一个两区模型来描述正在吸收的中子星上的氢和氦燃烧,并用它来研究Ⅰ型X射线爆发的触发。尽管已高度简化,但该模型重现了Narayan&Heyl更完整的全局稳定性分析中所看到的所有爆发方式,包括延迟的混合爆发方式。结果也与观察结果一致。在吸积率M / M_(Edd)约<0.1时,通过众所周知的薄壳热不稳定性燃烧氦会触发爆炸。但是,随着M的增加,触发机制从快速的热不稳定性演变为涉及氢和氦燃烧的缓慢增长的过稳定性。一方面,通过β有限的CNO循环进行核加热与通过三重α过程进行的核竞争,另一方面通过光子扩散和发射进行的辐射冷却之间的竞争推动了振荡,周期大约等于氢燃烧时间尺度。如果这些振荡增大,氦气层中逐渐升高的温度将最终引起薄壳热不稳定性,从而延迟混合爆裂。当M / M_(Edd)大约> 0.25时,核燃烧是稳定的,没有爆发。几乎所有其他理论模型(包括详细的与时间相关的多区域计算)都预测,所有M / M_(Edd)大约<1都应发生爆发,这与我们的结果和观察结果均存在冲突。我们认为,这种差异是由于在其他模型中热CNO循环突破反应〜(15)O(α,γ)〜(19)Ne的假定强度引起的。该观察结果与Narayan和Heyl的结果以及我们的两区模型的结果吻合得更好,这两个模型都忽略了突破反应,这可能意味着真实的〜(15)O(α,γ)〜(19)Ne比率小于在先前的调查中假设。

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