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Relativistic Closed-Form Hamiltonian for Many-Body Gravitating Systems in the Post-Minkowskian Approximation

机译:后Minkowskian逼近的多体引力系统的相对论闭式哈密顿量

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The Hamiltonian for a system of relativistic bodies interacting by their gravitational field is found in the post-Minkowskian approximation, including all terms linear in the gravitational constant. It is given in a surprisingly simple closed form as a function of canonical variables describing the bodies only. The field is eliminated by solving inhomogeneous wave equations, applying transverse-traceless projections, and using the Routh functional. By including all special relativistic effects our Hamiltonian extends the results described in classical textbooks of theoretical physics. As an application, the scattering of relativistic objects is considered.
机译:在后Minkowskian逼近中发现相对论体系通过其引力场相互作用的哈密顿量,包括引力常数中所有线性项。它以令人惊讶的简单封闭形式给出,仅作为描述实体的规范变量的函数。通过求解非均匀波动方程,应用横向无迹线投影以及使用Routh函数来消除磁场。通过包含所有特殊的相对论效应,我们的哈密顿量扩展了理论物理学经典教科书中描述的结果。作为一种应用,考虑了相对论对象的散射。

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