The Stellar Mass Fundamental Plane: The virial relation and a very thin plane for slow-rotators
arXiv:2004.07847 · doi:10.1093/mnras/staa1064
Abstract
Early-type galaxies -- slow and fast rotating ellipticals (E-SRs and E-FRs) and S0s/lenticulars -- define a Fundamental Plane (FP) in the space of half-light radius , enclosed surface brightness and velocity dispersion . Since and are distance-independent measurements, the thickness of the FP is often expressed in terms of the accuracy with which and can be used to estimate sizes . We show that: 1) The thickness of the FP depends strongly on morphology. If the sample only includes E-SRs, then the observed scatter in is , of which only is intrinsic. Removing galaxies with further reduces the observed scatter to ( intrinsic). The observed scatter increases to the usually quoted in the literature if E-FRs and S0s are added. If the FP is defined using the eigenvectors of the covariance matrix of the observables, then the E-SRs again define an exceptionally thin FP, with intrinsic scatter of only orthogonal to the plane. 2) The structure within the FP is most easily understood as arising from the fact that and are nearly independent, whereas the and correlations are nearly equal and opposite. 3) If the coefficients of the FP differ from those associated with the virial theorem the plane is said to be `tilted'. If we multiply by the global stellar mass-to-light ratio and we account for non-homology across the population by using Sérsic photometry, then the resulting stellar mass FP is less tilted. Accounting self-consistently for gradients will change the tilt. The tilt we currently see suggests that the efficiency of turning baryons into stars increases and/or the dark matter fraction decreases as stellar surface brightness increases.
13 pages, 9 figures, 3 tables, accepted for publication in MNRAS
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