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Rotating Boson Star Under Weak Gravity Potential

机译:在弱重力潜力下旋转玻色子

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190.1 Introduction Boson stars are hypothetical and astronomical objects formed of self gravitating field of bosonic particles. These particles may be detected by the gravitational radiation emitted by a pair of co-orbiting boson stars. Boson stars may have been formed through gravitational collapse during the primordial stages of the big bang process. According to the earliest theory, a super massive boson star could exist at the core of a galaxy, which might explain many of the observed properties of active galactic cores. Bosonic objects were first studied by considering second quantized scalar field satisfying Klein-Gordon equation [1, 2] in non interacting systems. In this equation the semi-classical Einstein equation had been solved and gravitationally bound state of field was obtained. The maximum mass for boson stars was found to be of the same order as that of neutron star given by M_(max) ≈ 0.633M~2_p/m, where M_P= 1.2 x 10~(19)GeV is the Planck mass and m is the mass of the individual bosons. Phenomenological changes in these system were investigated by [3] while study under weak gravity limit [4].
机译:190.1简介玻色恒星是由自身重力颗粒的自身重力领域形成的假设和天文物体。可以通过由一对共轨玻色子恒星发出的重力辐射来检测这些颗粒。在大爆炸过程的原始阶段期间,可以通过引力塌陷形成玻色子。根据最早的理论,一个超大的玻色子星星可以存在于星系的核心,这可能解释了许多无效的半乳液核心的特性。首先考虑非相互作用系统中满足KLEIN-GORDON方程[1,2]的第二量化标量场进行研究首先研究旋转物体。在该等方程中,已经解决了半古典爱因斯坦方程,并获得了引力的界定状态。发现玻色子恒星的最大质量与M_(max)给出的中子星≈0.633m〜2_p / m,其中m_p = 1.2 x 10〜(19)gev是普拉克质量和m是个人玻色子的质量。 [3]研究了这些系统的现象学变化,同时在弱重力下进行研究[4]。

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