论文标题
暗能量可以从不同的$ g $和时空几何形状中出现吗?
Can Dark Energy Emerge from a Varying $G$ and Spacetime Geometry?
论文作者
论文摘要
宇宙的加速膨胀意味着存在称为暗能量的能量贡献。与宇宙学标准模型中的宇宙常数相关,这种暗能的性质仍然未知。我们将讨论一个替代性重力模型,在该模型中,由于允许在爱因斯坦磁场方程中对重力常数($ g $)的时间依赖性,这种暗能量贡献自然出现。通过这种修改,比安奇的身份需要引入额外的张量场,以便满足物质和辐射的常规保护方程。该张量字段的状态方程是使用其他约束来获得的,该假设是该张量字段代表$ g $变化的时空响应。我们还将介绍该模型对晚期数据的预测,并表明该新张量的能量贡献能够解释宇宙的加速膨胀而不添加宇宙常数。与许多其他具有不同重力强度不同的替代重力不同,预测的$ g $进化也与局部观察结果一致,因此该模型不需要筛选。我们将通过讨论这种方法可能对宇宙学和一些未来前景产生的其他影响来结束。
The accelerated expansion of the universe implies the existence of an energy contribution known as dark energy. Associated with the cosmological constant in the standard model of cosmology, the nature of this dark energy is still unknown. We will discuss an alternative gravity model in which this dark energy contribution emerges naturally, as a result of allowing for a time-dependence on the gravitational constant, $G$, in Einstein's field equations. With this modification, Bianchi's identities require an additional tensor field to be introduced so that the usual conservation equation for matter and radiation is satisfied. The equation of state of this tensor field is obtained using additional constraints, coming from the assumption that this tensor field represents the space-time response to the variation of $G$. We will also present the predictions of this model for the late-universe data, and show that the energy contribution of this new tensor is able to explain the accelerated expansion of the universe without the addition of a cosmological constant. Unlike many other alternative gravities with varying gravitational strength, the predicted $G$ evolution is also consistent with local observations and therefore this model does not require screening. We will finish by discussing possible other implications this approach might have for cosmology and some future prospects.