Dark light, dark matter, and the misalignment mechanism

By A. Nelson, J. Scholtz. 2011

334 citations recorded by the source corpus.

We explore the possibility that the dark matter is a condensate of a very light vector boson. Such a condensate could be produced during ination, provided the vector mass arises via the Steuckelberg mechanism. We derive bounds on the kinetic mixing of the dark matter boson with the photon, and point out several potential signatures of this model. In the past decades there has been mounting evidence that approximately 20% of the energy density in the universe is nonbaryonic, pressureless, and very weakly interacting. Structure formation, baryon acoustic oscillations, galactic rotational curves, the Bullet cluster { all of these theories or observations point towards nonbaryonic invisible stu, with the same equation of state as nonrelativistic matter. Unfortunately, there is no compelling experimental evidence that dark matter has any nongravitational interaction with the standard model. At present there are two dark matter theories which are motivated by compelling solutions to other problems beside dark matter: Axions and Weakly Interacting Massive Particles. Both are potentially detectable using specic techniques. It is however possible that neither is correct. Amongst some of the less canonical candidates lie several variants of light massive vector particles [1{3]. Quite a few authors have already considered some of the consequences of the existence of such particles [3{8]. However, the conclusion of these authors is that that it is dicult to obtain suciently

Subfields: Astronomy and Astrophysics, Nuclear and High Energy Physics

View Paper: https://www.semanticscholar.org/paper/e46d7d8ade4dd3abf252b992a2d09e87562f1761

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Astronomy and Astrophysics

  1. P. Graham
  2. S. Rajendran
  3. J. Mardon
  4. Yue Zhao
  5. A. Lindner
  6. D. Horns
  7. A. Ringwald
  8. G. Lanfranchi

In Nuclear and High Energy Physics

  1. P. Graham
  2. A. Ringwald
  3. S. Rajendran
  4. J. Mardon
  5. Yue Zhao
  6. Dmitry Budker
  7. K. Irwin
  8. S. Chaudhuri

Citations in the corpus