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Present and future prospects for GRB standard candles

机译:GRB标准蜡烛的当前和未来前景

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Following our previous work, we conclude that a GRB standard candle constructed from the Ghirlanda et al. power-law relation between the geometry-corrected energy ( E γ) and the peak of the rest-frame prompt burst spectrum (Ep) is not yet cosmographically useful, despite holding some potential advantages over SNe Ia. This is due largely to the small sample of ~ 20 GRBs with the required measured redshifts, jet-breaks, and peak energies, and to the strong sensitivity of the goodness-of-fit of the power-law to input assumptions. The most important such finding concerns the sensitivity to the generally unknown density (and density profile), of the circumburst medium. Although the Ep- E γ relation is a highly significant correlation over many cosmologies, until the sample expands to include many low-z events, it will be most sensitive to ΩM but essentially insensitive to ΩΛ and w, with some hope of constraining dw/dt with high-z GRB data alone. The relation clearly represents a significant improvement in the search for an empirical GRB standard candle, but is further hindered by an unknown physical basis for the relation, the lack of a low-z training set to calibrate the relation in a cosmology-independent way, and several major potential systematic uncertainties and selection effects. Until these concerns are addressed, a larger sample is acquired, and attempts are made to marginalize or perform Monte Carlo simulations over the unknown density distribution, we urge caution concerning claims of the utility of GRBs for cosmography and especially the attempts to combine GRBs with SNe Ia.
机译:根据之前的工作,我们得出结论,由Ghirlanda等人构建的GRB标准蜡烛。尽管具有比SNe Ia更高的潜在优势,但几何校正后的能量(Eγ)与静止帧快速猝发频谱(Ep)的峰值之间的幂律关系在宇宙学上尚无用。这主要是由于有20个GRB的样本很少,并具有所需的测得的红移,喷射中断和峰值能量,以及幂律对输入假设的适应性很强。最重要的发现涉及周围介质对通常未知的密度(和密度分布)的敏感性。尽管在许多宇宙学中,Ep-Eγ关系是高度显着的相关性,但在样本扩展到包括许多低z事件之前,它对ΩM最敏感,但对ΩΛ和w基本不敏感,并希望能限制dw / dt仅包含高z GRB数据。该关系显然表示在寻找经验GRB标准蜡烛方面的重大改进,但又由于该关系的未知物理基础,缺乏以宇宙学独立的方式校准该关系的低z训练集而进一步受到阻碍,以及几个主要的潜在系统不确定性和选择效果。在解决这些问题之前,需要获取更大的样本,并尝试对未知的密度分布进行边际化或执行蒙特卡洛模拟,我们强烈建议谨慎使用有关宇宙图的GRB实用程序,尤其是将GRB与SNe结合使用的尝试。 a

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