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The third and a half post-Newtonian gravitational wave quadrupole mode for quasi-circular inspiralling compact binaries

机译:第三个半后牛顿引力波四极杆模式   对于准圆形的螺旋紧凑二进制文件

摘要

We compute the quadrupole mode of the gravitational waveform of inspirallingcompact binaries at the third and a half post-Newtonian (3.5PN) approximationof general relativity. The computation is performed using the multipolarpost-Newtonian formalism, and restricted to binaries without spins moving onquasi-circular orbits. The new inputs mainly include the 3.5PN terms in themass quadrupole moment of the source, and the control of required subdominantcorrections to the contributions of hereditary integrals (tails and non-linearmemory effect). The result is given in the form of the quadrupolar mode (2,2)in a spin-weighted spherical harmonic decomposition of the waveform, and may beused for comparison with the counterpart quantity computed in numericalrelativity. It is a step towards the computation of the full 3.5PN waveform,whose knowledge is expected to reduce the errors on the location parameters ofthe source.
机译:我们在广义相对论的第三和后半牛顿(3.5PN)近似值下,计算出紧凑的二进制二进制文件的引力波形的四极模式。该计算是使用多极后牛顿形式主义进行的,并且仅限于没有自旋移动准圆形轨道的双星。新的输入主要包括源的质量四极矩中的3.5PN项,以及对遗传积分的贡献(尾部和非线性记忆效应)进行必要的次要校正的控制。在波形的自旋加权球谐分解中,以四极模式(2,2)的形式给出结果,并且可以将其用于与数值相对论中计算的对应量进行比较。这是朝着完整的3.5PN波形的计算迈出的一步,希望其知识能够减少源位置参数上的误差。

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