General relativity and cosmic structure formation

When general relativity is included in large-scale simulations of the cosmic structure of the Universe, relativistic effects turn out to be small but measurable, thus providing tests for models of dark matter and dark energy. Numerical simulations are a versatile tool for providing insight into the...

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Veröffentlicht in:Nature physics 2016-04, Vol.12 (4), p.346-349
Hauptverfasser: Adamek, Julian, Daverio, David, Durrer, Ruth, Kunz, Martin
Format: Artikel
Sprache:eng
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Zusammenfassung:When general relativity is included in large-scale simulations of the cosmic structure of the Universe, relativistic effects turn out to be small but measurable, thus providing tests for models of dark matter and dark energy. Numerical simulations are a versatile tool for providing insight into the complicated process of structure formation in cosmology 1 . This process is mainly governed by gravity, which is the dominant force on large scales. At present, a century after the formulation of general relativity 2 , numerical codes for structure formation still employ Newton’s law of gravitation. This approximation relies on the two assumptions that gravitational fields are weak and that they originate from non-relativistic matter. Whereas the former seems well justified on cosmological scales, the latter imposes restrictions on the nature of the ‘dark’ components of the Universe (dark matter and dark energy), which are, however, poorly understood. Here we present the first simulations of cosmic structure formation using equations consistently derived from general relativity. We study in detail the small relativistic effects for a standard lambda cold dark matter cosmology that cannot be obtained within a purely Newtonian framework. Our particle-mesh N -body code computes all six degrees of freedom of the metric and consistently solves the geodesic equation for particles, taking into account the relativistic potentials and the frame-dragging force. This conceptually clean approach is very general and can be applied to various settings where the Newtonian approximation fails or becomes inaccurate, ranging from simulations of models with dynamical dark energy 3 or warm/hot dark matter 4 to core collapse supernova explosions 5 .
ISSN:1745-2473
1745-2481
DOI:10.1038/nphys3673