Submitted by jmite t3_10am6y2 in askscience
Most of the pop-sci explanations for dark matter that I've seen compare the light we detect from a galaxy with some observation of its mass: gravitational lensing, velocity, etc. There isn't enough light to explain the mass.
But how do we know that this isn't just a limitation of our instruments? Is it possible that there is enough light, but that it's just too faint to detect?
Aseyhe t1_j45ksax wrote
For example, we cannot rule out that the dark matter might be asteroid-mass black holes (e.g. figure 10 of this article). Why couldn't it just be asteroids?
The main lines of evidence against such a possibility are related to the early universe. This is a time when the the universe was very hot. Asteroids could not exist in such an environment; they would dissociate into diffuse plasma like all the rest of the ordinary matter. In this context, all ordinary matter is equally detectable, in the sense that it has an equal impact on what we observe. But what do we observe?
The relative abundances of light elements throughout the universe. We understand nuclear physics and can predict the ratios of hydrogen, deuterium, helium, etc. that should have emerged from the Big Bang. What we find is largely consistent with ordinary matter comprising only 5% of the total energy density today. If the density of ordinary matter were higher, we should find less deuterium and more helium than we do. The first figure of this paper (page 9) illustrates nicely how the primordial element abundances depend on how much ordinary matter there is.
Temperature variations in the cosmic microwave background. In the early universe, the ordinary matter and photons were tightly coupled, which led to such effects as pressure oscillations and sound waves. Dark matter, on the other hand, only interacted via gravity. This causes them to have very different effects on the evolution of temperature and density variations in the early universe, which manifest themselves to us in the cosmic microwave background. Here's an animation of how changing the density of ordinary matter ("baryons") would alter the "power spectrum" of the cosmic microwave background temperature, which is something we have measured extremely precisely, e.g. the top panel of this figure.