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Simulating cosmic ray physics on a moving mesh

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Abstract

We discuss new methods to integrate the cosmic ray (CR) evolution equations\ncoupled to magneto-hydrodynamics (MHD) on an unstructured moving mesh, as\nrealised in the massively parallel AREPO code for cosmological simulations. We\naccount for diffusive shock acceleration of CRs at resolved shocks and at\nsupernova remnants in the interstellar medium (ISM), and follow the advective\nCR transport within the magnetised plasma, as well as anisotropic diffusive\ntransport of CRs along the local magnetic field. CR losses are included in\nterms of Coulomb and hadronic interactions with the thermal plasma. We\ndemonstrate the accuracy of our formalism for CR acceleration at shocks through\nsimulations of plane-parallel shock tubes that are compared to newly derived\nexact solutions of the Riemann shock tube problem with CR acceleration. We find\nthat the increased compressibility of the post-shock plasma due to the produced\nCRs decreases the shock speed. However, CR acceleration at spherically\nexpanding blast waves does not significantly break the self-similarity of the\nSedov-Taylor solution; the resulting modifications can be approximated by a\nsuitably adjusted, but constant adiabatic index. In first applications of the\nnew CR formalism to simulations of isolated galaxies and cosmic structure\nformation, we find that CRs add an important pressure component to the ISM that\nincreases the vertical scale height of disk galaxies, and thus reduces the star\nformation rate. Strong external structure formation shocks inject CRs into the\ngas, but the relative pressure of this component decreases towards halo centres\nas adiabatic compression favours the thermal over the CR pressure.\n

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