The rise and fall of a challenger: the Bullet Cluster in Cold Dark Matter simulations
arXiv:1410.7438 · doi:10.1093/mnras/stv1433
Abstract
The Bullet Cluster has provided some of the best evidence for the cold dark matter () model via direct empirical proof of the existence of collisionless dark matter, while posing a serious challenge owing to the unusually high inferred pairwise velocities of its progenitor clusters. Here we investigate the probability of finding such a high-velocity pair in large-volume N-body simulations, particularly focusing on differences between halo finding algorithms. We find that algorithms that do not account for the kinematics of infalling groups yield vastly different statistics and probabilities. When employing the ROCKSTAR halo finder that considers particle velocities, we find numerous Bullet-like pair candidates that closely match not only the high pairwise velocity, but also the mass, mass ratio, separation distance, and collision angle of the initial conditions that have been shown to produce the Bullet Cluster in non-cosmological hydrodynamic simulations. The probability of finding a high pairwise velocity pair among haloes with is using ROCKSTAR, while it is lower using a friends-of-friends (FOF) based approach as in previous studies. This is because the typical spatial extent of Bullet progenitors is such that FOF tends to group them into a single halo despite clearly distinct kinematics. Further requiring an appropriately high average mass among the two progenitors, we find the comoving number density of potential Bullet-like candidates to be on the order of . Our findings suggest that straightforwardly produces massive, high relative velocity halo pairs analogous to Bullet Cluster progenitors, and hence the Bullet Cluster does not present a challenge to the model.
10 pages, 6 figures, 3 tables, accepted to MNRAS
References in corpus (10)
- A direct empirical proof of the existence of dark matter
- Astrophysics Source Code Library
- Strong and weak lensing united III: Measuring the mass distribution of the merging galaxy cluster 1E0657-56
- The speed of the `bullet' in the merging galaxy cluster 1E0657-56
- Simulating the Bullet Cluster
- How Rare is the Bullet Cluster?
- The Cluster-Merger Shock in 1E 0657-56: Faster than the Speeding Bullet?
- Constrained Simulation of the Bullet Cluster
- The Bullet Cluster is not a Cosmological Anomaly
- Probing dark energy models with extreme pairwise velocities of galaxy clusters from the DEUS-FUR simulations
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