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A comparison of cosmological codes: properties of thermal gas and shock waves in large-scale structures

Vazza, F. and Dolag, K. and Ryu, D. and Brunetti, G. and Gheller, C. and Kang, H. and Pfrommer, C.

Keywords

methods: numerical, galaxies: clusters: general, intergalactic medium, large-scale structure of Universe

Abstract

[...] We present results for the statistics of thermal gas and the shock wave properties for a large volume simulated with three different cosmological numerical codes: the Eulerian total variations diminishing code TVD, the Eulerian piecewise parabolic method-based code ENZO, and the Lagrangian smoothed-particle hydrodynamics code GADGET. Starting from a shared set of initial conditions, we present convergence tests for a cosmological volume of side-length 100 Mpc/h, studying in detail the morphological and statistical properties of the thermal gas as a function of mass and spatial resolution in all codes. By applying shock finding methods to each code, we measure the statistics of shock waves and the related cosmic ray acceleration efficiencies, within the sample of simulations and for the results of the different approaches. We discuss the regimes of uncertainties and disagreement among codes, with a particular focus on the results at the scale of galaxy clusters. Even if the bulk of thermal and shock properties are reasonably in agreement among the three codes, yet some significant differences exist (especially between Eulerian methods and smoothed particle hydrodynamics). In particular, we report: a) differences of huge factors (10-100) in the values of average gas density, temperature, entropy, Mach number and shock thermal energy flux in the most rarefied regions of the simulations between grid and SPH methods_s19 b) the hint of an entropy core inside clusters simulated in grid codes_s19 c) significantly different phase diagrams of shocked cells in grid codes compared to SPH_s19 d) sizable differences in the morphologies of accretion shocks between grid and SPH methods.

Information

Published
2011 as article
mnras, 418 - page(s): 960-985
Contact
PD Dr. Klaus Dolag
Type
theoretical work
Links
pdf
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Related to the research area(s):
E
e-Print
1106.2159

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