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arXiv 1301.7423gr-qcastro-ph.SR
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解析微扰理论和数值程序对一个整体度规结果的比较

Comparing results for a global metric from analytical perturbation theory and a numerical code

Javier E. Cuchí, Alfred Molina, Eduardo Ruiz

摘要:

我们比较了从解析微扰理论和AKM数值代码的轴定时空的结果,从匹配的旋转完美流体内部与状态方程$ε-3p=4B$的简单的MIT袋模型和渐近平坦的外部。我们讨论的行为的度量分量的解析近似去高阶的错误。此外,我们还对多极矩、中心压力和其他一些时空物理性质的误差进行了检查和评论。

英文摘要:

We compare the results obtained from analytical perturbation theory and the AKM numerical code for an axistationary spacetime built from matching a rotating perfect fluid interior with the equation of state $ε-3p=4B$ of the simple MIT bag model and an asymptotically flat exterior. We discuss the behaviour of the error in the metric components of the analytical approximation going to higher orders. Additionally, we check and comment the errors in multipole moments, central pressure and some other physical properties of the spacetime.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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