New light on the baryon fraction in galaxy clusters

Citation
R. Sadat et A. Blanchard, New light on the baryon fraction in galaxy clusters, ASTRON ASTR, 371(1), 2001, pp. 19-24
Citations number
34
Categorie Soggetti
Space Sciences
Journal title
ASTRONOMY & ASTROPHYSICS
ISSN journal
14320746 → ACNP
Volume
371
Issue
1
Year of publication
2001
Pages
19 - 24
Database
ISI
SICI code
1432-0746(200105)371:1<19:NLOTBF>2.0.ZU;2-3
Abstract
The baryon fraction in clusters, combined with constraints from primordial nucleosynthesis is currently used to provide a robust upper limit on the co smological density parameter Omega (0). Current analyses lead to gas fracti ons at virial radii which are typically of the order of 0.20h(50)(-3/2), fa voring a low density universe. In this work, we examine critically this iss ue through the analysis of the baryon distribution in clusters. We find tha t the currently derived gas fraction profile increases regularly from the i nner part to the outer part, up to the virial radius, and beyond. Such a sh ape contrasts with what is expected from numerical hydro-dynamical simulati ons, in which the gas fraction is more or less constant in the outer region , reaching a plateau when the contrast density falls off below 10(4). We ar gue that such a difference is hardly explained by reheating effects, while taking into account various factors entering into the determination of clus ters gas fraction may erase such a difference. Indeed, using recent estimat es on gas content in the outer part of clusters (Vikhlinin et al. 1999) and applying the correction factor due to the effect of gas clumping, we find that the gas fraction shape over the range 200 < <delta> < 10(5) is roughly consistent with hydro-dynamical simulations for a universal gas fraction i n the range 8-11% (for h(50) = 1), the mass estimators being calibrated fro m numerical simulations. In contrast, values of the order of 20% do not giv e acceptable fit to the data on any scale. We conclude that high values of <Omega>(0) cannot be ruled out on the basis of the baryon fraction argument .