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arXiv 1107.4263astro-ph.IM
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最优滤波与脉冲星时标

Optimal Filtration and a Pulsar Time Scale

A. E. Rodin, Ding Chen

摘要:

提出了一种基于最优维纳滤波器的脉冲星群时(系综时)构造算法。该算法可以将原子时尺度变化和脉冲星自转对脉冲到达时间重心残差的贡献分离出来。该方法被应用于PSR B 1855 +09和PSR B 1937 +21的观测,并用于获得UTC相对于脉冲星群时间PT $_{\rm ens}$的改正。直接比较地球时TT(BIPM 06)和脉冲星群时PT $_{\rm ens}$表明,它们相差不超过$0.4\pm 0.17\; μ$ s。基于TT(BIPM 06)- PT $_{\rm ens}$时间差的分数不稳定性,在$Ω_g {h}^2\sim 10^{-9}$水平上建立了引力波背景能量密度的新极限。

英文摘要:

An algorithm is proposed for constructing a group (ensemble) pulsar time based on the application of optimal Wiener filters. This algorithm makes it possible to separate the contributions of variations of the atomic time scale and of the pulsar rotation to barycentric residual deviations of the pulse arrival times. The method is applied to observations of the pulsars PSR B1855+09 and PSR B1937+21, and is used to obtain corrections to UTC relative to the group pulsar time PT$_{\rm ens}$. Direct comparison of the terrestrial time TT(BIPM06) and the group pulsar time PT$_{\rm ens}$ shows that they disagree by no more than $0.4\pm 0.17\; μ$s. Based on the fractional instability of the time difference TT(BIPM06) -- PT$_{\rm ens}$, a new limit for the energy density of the gravitational-wave background is established at the level $Ω_g {h}^2\sim 10^{-9}$.

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