The quenching of star-forma3on in galaxies
Simon Lilly
ETH Zurich
The quenching of star-forma3on in galaxies Simon Lilly ETH Zurich - - PowerPoint PPT Presentation
The quenching of star-forma3on in galaxies Simon Lilly ETH Zurich Galaxies: complexity in process and simplicity in outcomes Physical processes in individual objects: Complexity ) * The 859.:7;-,831<..=>,0-,6?43@ ! " #
ETH Zurich
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Brinchmann et al 2004
Quenching refers to what makes some galaxies lie in the “red cloud” rather than the Main Sequence, with sSFR << sSFRMS
Whitacker et al 2014
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variable$gas$reservoir$ long,lived$stars$ star, forma?on$ gas$inflow$into$galaxy$ return$ $$gas$inflow$into$halo$
Φ$
halo$
galaxy$ system$
inflow
star-forma.on change in reservoir
ε = SFR mgas = τ dep
−1
⇔ mgas mstar ⎛ ⎝ ⎜ ⎞ ⎠ ⎟ = sSFR ×ε −1 λ = Φ SFR
Wind-loading SF efficiency Key feature of this system: if λ and ε are constant and if the system is fed at some specific accre.on rate (sMIR) then the system produces sSFR=sMIR, independent of the values of λ and ε. Control is reversed: sMIR – sSFR – mgas/mstar via ε
Lilly+2013
log(SFR) log(m*)
9 9.5 10 10.5 11 11.5 −1.5 −1 −0.5 0.5 8.2 8.3 8.4 8.5 8.6 8.7 8.8 8.9 9 9.1
log(SFR) log(m*) 9 9.5 10 10.5 11 11.5 −1.5 −1 −0.5 0.5 −0.1 −0.05 0.05 0.1 0.15 log(SFR) log(m*) 9 9.5 10 10.5 11 11.5 −1.5 −1 −0.5 0.5 −0.1 −0.05 0.05 0.1 0.155
mstar ∝ mhalo
1(1−η) ~ mhalo 1.7
Z ∝ mstar
η
not its history (because τgas << τH)
change (i.e. expect redshid-independent FMR)
!"#$%~ 1 1 − ! !"#$!~!2!!"#$!
mstar ∝ mhalo
1(1−η) ~ mhalo 1.7
Z ∝ mstar
η
Z(m,SFR) from Mannucci+ 2010
“Chemical evolu.on” as changing state of regulator (à FMR)
!!" = !! + !! 1 + ! 1 − ! !! + !!! ∙ !"#$ + 1 − ! !! !"#$ !" = !! + !
!"#$ !!
x
Fieng this surface: τdep ~ 2.5m10
λ ~ 0.3 m10
SFR stellar mass
Factor of 20 decline in sSFRMS since z = 2
Continuous “flow” of galaxies along the conveyer belt
Growth of dark maher haloes
l
m a s s
Rate of cosmic evolution driven by growth
S t a r s
passive galaxies 6 1970’s cartoon by Bruno Bingelli?
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Birrer+ (2014) reproducing Behroozi+ (2013)
ΩB/Ωcdm ceiling
Moster+ (2010)
mstar/mhalo vs. mhalo
Inefficient star- forma.on (winds) “Quenching” Madau+Dickinson 2014 Quenching Slowing down of structure growth leading to decline in sSFRMS x10 Half due to decrease of SFMS and half due to quenching Inefficient SF due to winds Behroozi et al 2013 From Birrer et al 2014
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2000 galaxies
Abramson+ 2016, Gladders+2013
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Yes! The ques.ons you ask depends on what (picture) is in your head:
Also likely to give rather different perspec.ves on
early epoch?
Conveyer belt “grow-and-quench”
Main Sequence?
1010-1011-1012 1010-1011-1012
“Pre-ordained”
galaxies apparently log-normal?
SF histories
!"# !"$ ! " % ! " & !"' ! " ( ! " ) !"* +,-./0123456 7"! !"$ !"& !"( !"* !"! ! * 7 !7 859.:7;-,831<..=>,0-,6?43@ ) #"!..............................7!"!..............................77"!................... 859..A1??
fblue(m,ρ) = 1−εm(m)
“mass quenching”
“environment quenching” (= satellites)
This terminology gives scope for confusion: which mass is relevant?
“environment”!!
log (1+δ) over-density log stellar mass Peng et al 2010
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Only “mass quenching” depends
process that controls the shape
surviving star-forming galaxies, i.e. Schechter M*. M* is ~ constant since z ~ 4 Possible physical processes for “mass-quenching”:
“Halo quenching”
“AGN-quenching”
as surface density Σ, or B/T, or σV etc “Morphological-” or “gravita.onal-quenching”
η = 1 M * ⋅ SFR ⇔ P(m) = exp m M *
Caplar+15 fieng Ilbert+13 from Ilbert+13
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“Environment/satellite-quenching” is that process that quenches a galaxy because it is a satellite of another galaxy, described by εsat=(1-fq,sat)/(1-fq,cen). εsat is strikingly independent of satellite galaxy mass vd Bosch+ 2008, Peng+ 2012, Wetzel+2012
Peng+ 2012
fq centrals fq satellites
εsat Physical possibili.es:
inflow)
Why is εsat independent of satellite mass?
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0.5 1 1.5 2 log mh log(δ + 1) εsat 0.2 0.4 0.6 0.8 1
0.5 1 1.5 2
0.5 log(δ + 1) log R εsat 0.2 0.4 0.6 0.8 1 12 12.5 13 13.5 14 14.5
0.5 log mh log R εsat 0.2 0.4 0.6 0.8 1
δ and mh R and δ R and mh
9 9.5 10 10.5 11 11.5
0.2 0.4 0.6 log msat εsat 0.5 1 10.5 11 11.5 12
0.2 0.4 0.6 log mcen εsat 0.5 1
0.5
0.2 0.4 0.6 log R εsat 0.5 1 12.5 13 13.5 14 14.5 log mh 0.5 1 1.5 2 log(δ + 1)
1 ∆ sSFRcen
msat mhalo mcentral δ radius sSFRcentral
Knobel et al 2014
Distribu.on of “drivers” (i.e. mhalo, R, and δ) are largely independent of msat. But why is the “response” to these drivers evidently independent of satellite mass?
9 9.5 10 10.5 11 11.5
0.2 0.4 0.6 log msat εsat 0.5 1 10.5 11 11.5 12
0.2 0.4 0.6 log mcen εsat 0.5 1
0.5
0.2 0.4 0.6 log R εsat 0.5 1 12.5 13 13.5 14 14.5 log mh 0.5 1 1.5 2 log(δ + 1)
1 ∆ sSFRcen
msat mhalo mcentral δ radius sSFRcentral δ mh mcen R
Knobel et al 2014
tquench tdelay Several clues:
mhalo
satellites and field (≤ 0.08 dex)
Es.mates of tdelay ~ 2-4 Gyr (cf 1 Gyr tff) See also Cibinel+2013, Carollo+2016
Wetzel+ (2013)
SF 20% suppressed in satellites
Delayed then rapid evolu.on
adapted from Wetzel+2013
Wetzel+ (2013) Wetzel+ (2012) Woo+ (2017)
fQ
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Omand+ (2014)
A cau3onary example: Very strong observed correla.ons between quenched state (sSFR) of a galaxy and
with Σcrit evolving as (1+z)2 (Franx+ (2008).
2012).
Structure could produce quenching directly, e.g. via disk stability (Mar.g+2009, Genzel+ 2014 )
mbulge etc) constant Σe But we know re(m) at fixed m evolves roughly as (1+z)-1. Are quenched galaxies dense because density quenched them, or simply because they stopped evolving at high z when all galaxies were denser?
fQ
Very strong correla.on with Σe (and difference between centrals and satellites) both reproduced by a toy- model in which hSF evolves as mstar
0.3 (1+z)-1 and quenching depends only on mass and not at all on structure!
Success
average star-forming Re(m) average all Re(m) average quenched Re(m)
centrals satellites
Conclusion: The strikingly strong correlation of quenched fraction and surface mass density Σe is likely a coincidental result of quenching, not a driver of it. But what about spheroids?
contours of constant fq
constant Σ
Explana.on
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0.2 0.4 0.6 0.8 1
εsat fq|sat
# Gal: 1155 quenched centrals SF centrals
9 9.5 10 10.5 11 11.5
0.2 0.4 0.6 log msat εsat 0.5 1 10.5 11 11.5 12
0.2 0.4 0.6 log mcen εsat 0.5 1
0.5
0.2 0.4 0.6 log R εsat 0.5 1 12.5 13 13.5 14 14.5 log mh 0.5 1 1.5 2 log(δ + 1)
1 ∆ sSFRcen
“Conformity” (Weinmann+ 2006) Satellite quenching is 2.5 .mes stronger with quenched centrals even when you match the satellites in all five of Mhalo, mcen, msat, R, δ
quenched central SF central
(One-halo) conformity suggests that there is a very close connec.on between mass-quenching and environment-quenching via “halo-wide” effects Knobel et al (2015)
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Why does “quenching” happen just as mstar/mhalo approaches to within a factor
telling us?
from Moster (2010) satura.on of baryon conversion without quenching
cosmic baryon limit
naïve extrapola.on of conversion efficiency
Increasingly efficient conversion
due to decreasing winds (Mass-) quenching as required by constant M*SF
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Black holes are able to grow to “dangerous” levels only when SN-driven feedback becomes less efficient at expelling gas from the galaxy or halo. 1. Hydro simula.ons (Seth: Dubois+2015, EAGLE: Bower+2017) 2. Semi-analy.c models - see Henriques et al, 2017 (in prep.) 3. Phenomenological analysis of AGN and galaxy popula.ons see Caplar et al, in prep 2017.
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OuSlows of gas in AGN produced by “feedback” from ac.ve AGN: There is good evidence for major
Cicone+2014, Fiore+2017) but:
loading λ in star-forming galaxies) and
forming disk (e.g. Gabor+Bornaud 2014) “Radio-mode” energy injec.on from quiescent BH into the hot gas in the CGM/ICM (e.g. Croton 2006)
energe.c enough, so we put it in by hand (propor.onal to BH mass).
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What if there is a gate-keeper? i.e. Process A keeps trying to quench the galaxy, but Process B doesn’t allow it un.l some other condi.ons are sa.sfied Which of A or B is then actually “quenching”?
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General points The outcome of complex galaxy evolu.on seems to have been remarkably
More specific points:
deep connec.ons between the two, as shown by conformity and shows that quenching is a halo-wide phenomenon
quenching à BH driven quenching via the halo?
consump.on, ejec.on, etc).