...
首页> 外文期刊>Physical review, D >Solar System constraints on massless scalar-tensor gravity with positive coupling constant upon cosmological evolution of the scalar field
【24h】

Solar System constraints on massless scalar-tensor gravity with positive coupling constant upon cosmological evolution of the scalar field

机译:对标量场宇宙域宇宙学展开的积极耦合常数的无大抽标 - 张力重力的太阳系限制

获取原文
获取原文并翻译 | 示例
           

摘要

Scalar-tensor theories of gravity modify general relativity by introducing a scalar field that couples nonminimally to the metric tensor, while satisfying the weak-equivalence principle. These theories are interesting because they have the potential to simultaneously suppress modifications to Einstein’s theory on Solar System scales, while introducing large deviations in the strong field of neutron stars. Scalar-tensor theories can be classified through the choice of conformal factor, a scalar that regulates the coupling between matter and the metric in the Einstein frame. The class defined by a Gaussian conformal factor with a negative exponent has been studied the most because it leads to spontaneous scalarization (i.e. the sudden activation of the scalar field in neutron stars), which consequently leads to large deviations from general relativity in the strong field. This class, however, has recently been shown to be in conflict with Solar System observations when accounting for the cosmological evolution of the scalar field. We here study whether this remains the case when the exponent of the conformal factor is positive, as well as in another class of theories defined by a hyperbolic conformal factor. We find that in both of these scalar-tensor theories, Solar System tests are passed only in a very small subset of coupling parameter space, for a large set of initial conditions compatible with big bang nucleosynthesis. However, while we find that it is possible for neutron stars to scalarize, one must carefully select the coupling parameter to do so, and even then, the scalar charge is typically 2 orders of magnitude smaller than in the negative-exponent case. Our study suggests that future work on scalar-tensor gravity, for example in the context of tests of general relativity with gravitational waves from neutron star binaries, should be carried out within the positive coupling parameter class.
机译:标量的重力理论通过引入基于度量标准张量的标量场来改变一般相对性,同时满足弱等效原理。这些理论很有趣,因为它们有可能同时抑制对爱因斯坦对太阳系秤的理论的修改,同时引入中子恒星的强大领域的大偏差。通过选择保形因子可以分类标量,标量可以调节Einstein框架中物质与度量之间的耦合。由高斯共形因子定义的阶级具有负指数的最多,因为它导致自发的标准化(即中子恒星中标量场的突然激活),这导致了强大的偏差与大字段中的一般相对性的偏差产生了大的偏差。然而,在核对标量场的宇宙学演变时,最近已被证明与太阳系观测相冲突。我们在这里研究了这种情况仍然是当保形因子的指数是阳性的情况的情况,以及在另一种由双曲形保形因子定义的其他理论中。我们发现,在这两个标量张的理论中,太阳系测试仅在耦合参数空间的非常小的子集中通过,对于大爆炸核酸合并兼容的大集合初始条件。然而,虽然我们发现中子恒星可以进行标准,但必须仔细选择耦合参数,甚至然后,标量电荷通常比在负指数壳体中小2个级。我们的研究表明,将在正耦合参数类中进行对校负的未来工作,例如在与来自中子星二进制二进制二进制文件的引力波的一般相对性的背景下。

著录项

相似文献

  • 外文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号