论文标题
标量调整理论中中子星的磁变形
Magnetic deformation of neutron stars in scalar-tensor theories
论文作者
论文摘要
标量调节理论是开发出一种最有希望的替代方案,这些替代性是为了解决我们对重力的一些长期问题的发展。其中一些理论预测了非线性现象的存在,即自发标态化,这可能导致在存在紧凑物质分布(即中子星星)的情况下出现相当大的一般相对性。一方面,标量场的效果之一是修改重力波的发射,这既是由于恒星的四极变形以及存在其他发射模式的变化。另一方面,已知中子恒星具有极大强大的磁场,这可能会影响其结构和形状,从而导致引力波的发射,这是由于磁性四极变形。我们在这里研究自发标量的存在如何影响中子恒星的磁变形及其在张量和标量性质的四极引力波的发射。我们将证明,可以根据中子恒星的磁性质量,圆周半径和标量电荷提供简单的磁化变形和重力波能力的参数,并且通用尺度与磁场几何形状以及标量刺激理论的参数独立存在。最后,我们评论引力波与当前和将来的观测值的一般相对性的偏差的可观察性。
Scalar-tensor theories are among the most promising alternatives to general relativity that have been developed to account for some long standing issues in our understanding of gravity. Some of these theories predict the existence of a non-linear phenomenon, spontaneous scalarisation, which can lead to the appearance of sizeable modifications to general relativity in the presence of compact matter distributions, namely neutron stars. On the one hand, one of the effects of the scalar field is to modify the emission of gravitational waves, both due to variations in the quadrupolar deformation of the star and to the presence of additional modes of emission. On the other hand, neutron stars are known to harbour extremely powerful magnetic fields which can affect their structure and shape, leading in turn to the emission of gravitational waves, this time due to a magnetic quadrupolar deformation. We investigate here how the presence of spontaneous scalarisation can affect the magnetic deformation of neutron stars and their emission of quadrupolar gravitational waves, both of tensor and scalar nature. We will show that it is possible to provide simple parameterisations of the magnetic deformation and gravitational wave power of neutron stars in terms of their baryonic mass, circumferential radius and scalar charge, and that a universal scaling exists independently of the magnetic field geometry and of the parameters of the scalar-tensor theory. Finally, we comment on the observability of the deviations of the gravitational waves strain from general relativity by current and future observatories.