The fundamental plane of galaxy clusters
Richard W. Schaeffer, S. Maurogordato, A. Cappi, Francis Bernardeau
Abstract
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Richard W. Schaeffer, S. Maurogordato, A. Cappi, Francis Bernardeau
Abstract
Open-access reader
The velocity dispersion σ, radius R and luminosity L of elliptical galaxies are known to be related, leaving only two degrees of freedom and defining the so-called ‘fundamental plane’. In this Letter, we present observational evidence that rich galaxy clusters exhibit a similar behaviour. Assuming a relation L ∝ Rασ2β, the best-fitting values of α and β are very close to those defined by galaxies. The dispersion of this relation is lower than 10 per cent, i.e. significantly smaller than the dispersion observed in the L–σ and L–R relations. We briefly discuss some possible implications for the spread of formation times of objects and for peculiar velocities of galaxy clusters.
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The velocity dispersion σ, radius R and luminosity L of elliptical galaxies are known to be related, leaving only two degrees of freedom and defining the so-called ‘fundamental plane’. In this Letter, we present observational evidence that rich galaxy clusters exhibit a similar behaviour. Assuming a relation L ∝ Rασ2β, the best-fitting values of α and β are very close to those defined by galaxies. The dispersion of this relation is lower than 10 per cent, i.e. significantly smaller than the dispersion observed in the L–σ and L–R relations. We briefly discuss some possible implications for the spread of formation times of objects and for peculiar velocities of galaxy clusters.
Key concepts: Physics, Fundamental plane (elliptical galaxies), Velocity dispersion, Astrophysics, RADIUS, Galaxy, Elliptical galaxy, Galaxy cluster