论文标题
深色尺寸重力作为暗物质
Dark Dimension Gravitons as Dark Matter
论文作者
论文摘要
我们考虑了黑暗维度的宇宙学方面(微米尺度的介质维度),最近提出,它是量子重力景观的独特角落,符合Swampland标准和观测。特别是,我们通过标准模型扇区与散装重力的通用耦合表明,这是如何导致的,以在暗尺寸(“深色gractons”)中大量旋转2 kk的激发作为不可避免的黑物质候选者。 Assuming a lifetime for the current de Sitter phase of our universe of order Hubble, which follows from both the dS Swampland Conjecture and TCC, we show that generic features of the dark dimenson cosmology can naturally lead to the correct dark matter density and a resolution of the cosmological coincidence problem, where the matter/radiation equality temperature ($T\sim$ 1 eV) coincides with the temperature where the dark energy begins to dominate.因此,人们不需要吸引温伯格的人类论点来解释这种巧合。深色重力以$ t \ sim $ 4 GEV产生,并且它们的成分主要在衰减到更轻的重力群体时会发生变化,而不会失去太多的总质量密度。深色重力的质量为$ m _ {\ text {dm}} \ sim 1-100 $ kev今天。
We consider cosmological aspects of the Dark Dimension (a mesoscopic dimension of micron scale), which has recently been proposed as the unique corner of the quantum gravity landscape consistent with both the Swampland criteria and observations. In particular we show how this leads, by the universal coupling of the Standard Model sector to bulk gravitons, to massive spin 2 KK excitations of the graviton in the dark dimension (the "dark gravitons") as an unavoidable dark matter candidate. Assuming a lifetime for the current de Sitter phase of our universe of order Hubble, which follows from both the dS Swampland Conjecture and TCC, we show that generic features of the dark dimenson cosmology can naturally lead to the correct dark matter density and a resolution of the cosmological coincidence problem, where the matter/radiation equality temperature ($T\sim$ 1 eV) coincides with the temperature where the dark energy begins to dominate. Thus one does not need to appeal to Weinberg's anthropic argument to explain this coincidence. The dark gravitons are produced at $T\sim$ 4 GeV, and their composition changes as they mainly decay to lighter gravitons, without losing much total mass density. The mass of dark gravitons is $m_{\text{DM}}\sim 1-100$ keV today.