Measuring cosmic magnetic fields by rotation measure-galaxy cross-correlations in cosmological simulations
arXiv:1003.5085 · doi:10.1111/j.1365-2966.2010.17166.x
Abstract
Using cosmological MHD simulations of the magnetic field in galaxy clusters and filaments we evaluate the possibility to infer the magnetic field strength in filaments by measuring cross-correlation functions between Faraday Rotation Measures (RM) and the galaxy density field. We also test the reliability of recent estimates considering the problem of data quality and Galactic foreground (GF) removal in current datasets. Besides the two self-consistent simulations of cosmological magnetic fields based on primordial seed fields and galactic outflows analyzed here, we also explore a larger range of models scaling up the resulting magnetic fields of one of the simulations. We find that, if an unnormalized estimator for the cross-correlation functions and a GF removal procedure is used, the detectability of the cosmological signal is only possible for future instruments (e.g. SKA and ASKAP). However, mapping of the observed RM signal to the underlying magnetization of the Universe (both in space and time) is an extremely challenging task which is limited by the ambiguities of our model parameters, as well as to the weak response of the RM signal in low density environments. Therefore, we conclude that current data cannot constrain the amplitude and distribution of magnetic fields within the large scale structure and a detailed theoretical understanding of the build up and distribution of magnetic fields within the Universe will be needed for the interpretation of future observations.
11 pages, 11 figures, comparation between RM data and simulations in fig. 8, submited to MNRAS.
References in corpus (8)
- Three Year Wilkinson Microwave Anisotropy Probe (WMAP) Observations: Polarization Analysis
- Radio observational constraints on Galactic 3D-emission models
- The Coma cluster magnetic field from Faraday rotation measures
- Cluster Magnetic Fields from Galactic Outflows
- Simulating polarized Galactic synchrotron emission at all frequencies, the Hammurabi code
- Simulated SKA maps from Galactic 3D-emission models
- Blazar halos as probe for extragalactic magnetic fields and maximal acceleration energy
- Observations of magnetic fields in regular and irregular clusters
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