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459 lines
23 KiB
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459 lines
23 KiB
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\documentclass[A4]{emulateapj} \usepackage{apjfonts}
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%\documentclass[12pt,preprint]{aastex}
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%\setlength{\topmargin}{1.8cm}
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\shorttitle{Black holes in galaxy mergers: Formation
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of red elliptical galaxies}
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\shortauthors{Springel, Di~Matteo, \& Hernquist}
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\slugcomment{Submitted to the Astrophysical Journal Letters}
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\begin{document}
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\title{Black holes in galaxy mergers: The
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formation of red elliptical galaxies}
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\author{Volker~Springel\altaffilmark{1}, Tiziana~Di~Matteo\altaffilmark{1},
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and Lars~Hernquist\altaffilmark{2}}
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\altaffiltext{1}{Max-Planck-Institut f\"ur Astrophysik, Garching, Germany}
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\altaffiltext{2}{Harvard-Smithsonian Center for Astrophysics, Cambridge, USA}
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\begin{abstract}
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We use hydrodynamical simulations to study the color transformations
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induced by star formation and active galactic nuclei (AGN) during
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major mergers of spiral galaxies. Our modeling accounts for
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radiative cooling, star formation, and supernova feedback.
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Moreover, we include a treatment of accretion onto supermassive
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black holes embedded in the nuclei of the merging galaxies. We
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assume that a small fraction of the bolometric luminosity of an
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accreting black hole couples thermally to surrounding gas, providing
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a feedback mechanism that regulates its growth. The encounter and
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coalescence of the galaxies triggers nuclear gas inflow which fuels
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both a powerful starburst and strong black hole accretion.
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Comparing simulations with and without black holes, we show that AGN
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feedback can quench star formation and accretion on a short
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timescale, particularly in large galaxies where the black holes can
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drive powerful winds once they become sufficiently massive. The
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color evolution of the remnant differs markedly between mergers with
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and without central black holes. Without AGN, gas-rich mergers lead
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to ellipticals which remain blue owing to residual star formation,
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even after more than 7 Gyrs have elapsed. In contrast, mergers with
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black holes produce ellipticals that redden much faster, an effect
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that is more pronounced in massive remnants where a nearly complete
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termination of star formation occurs, allowing them to redden to
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$u-r\simeq 2.3$ in less than one Gyr. AGN feedback may thus be
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required to explain the population of extremely red massive early
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type-galaxies, and it appears to be an important driver in
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generating the observed bimodal color distribution of galaxies in
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the Local Universe.
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\end{abstract}
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\keywords{galaxies: formation --- cosmology: theory --- methods: numerical}
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\section{Introduction}
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In hierarchical theories of galaxy formation, large systems are built
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up from mergers of smaller progenitors. Direct support for this
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picture comes from interacting pairs of galaxies seen in the Local
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Universe \citep{Toomre72}. Fully self-consistent numerical models
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have demonstrated that interactions and mergers of spiral galaxies can
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produce remnants with properties similar to large elliptical galaxies
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\citep[e.g.][]{Barnes88,Barnes92,Hernquist92,Hernquist93}, as expected
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according to the ``merger hypothesis'' \citep{Toomre77}.
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However, it is still controversial whether the merger scenario can
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account for detailed properties of the local galaxy population. For
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example, from large surveys like SDSS, 2dFGRS or DEEP, it has been
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shown that the color distribution at fixed luminosity is bimodal
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\citep[e.g.][]{Strateva2001,Blanton2003,Kauffmann2003a}, and can be well
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fitted by two Gaussians \citep[e.g.][]{Baldry2004}. The mean and
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variance of these two distributions depend on luminosity, but
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surprisingly little on galaxy environment \citep{Balogh2004}. Also,
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there exists a population of massive, very red galaxies even at high
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redshift \citep[e.g.][]{Franx2003}, which has been interpreted as
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evidence for monolithic galaxy formation at early times, rather than a
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more gradual build-up by a sequence of mergers.
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If mergers of galaxies indeed produce red ellipticals from blue,
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star-forming disks, the color must be transformed from red to blue on
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a relatively short timescale, otherwise the `gap' between the blue and
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red distributions would be washed out. The most straightforward way to
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achieve a rapid reddening of an elliptical would be for star formation
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to terminate abruptly following a merger, as could be the case, for
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example, if all the gas were consumed in a starburst.
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It is, however, unclear whether merger-induced starbursts necessarily
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consume all the available gas, particularly in gas-rich mergers at
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high redshift. If they fail to do so and a small fraction of the gas
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remains, even a relatively low level of star formation in the remnant
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will prevent it from reaching the extremely red colors characteristic
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of many ellipticals. Instead, the residual star formation would
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decline slowly over a Hubble time \citep[e.g.][]{MH94, MH96, HM95},
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and the remnant would make a gradual transition into the red
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population that would blur the observational distinction between red
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and blue galaxies.
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Here, we use hydrodynamical simulations of gas-rich mergers without
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AGN feedback to show that they do not necessarily produce remnants
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that are extremely gas-poor, even if a powerful starburst consumes a
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substantial fraction of the gas. Consequently, the color of the
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remnants does not evolve sufficiently rapidly to be consistent with
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the mean of the red population of the observed bimodal color
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distribution.
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The situation is very different when the impact of central AGN in the
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merging galaxies is included. In recent years, a remarkable connection
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between galaxy formation and supermassive black holes has been
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revealed, indicating that their growth is linked. Perhaps the most
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direct evidence for this is the correlation seen between the stellar
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velocity dispersion of bulges and the masses of the black holes they
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host \citep[e.g.][]{Tremaine2002}. Theoretical models conjecture that
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the correlation arises because black hole growth stalls once the
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energy deposition associated with the accretion can expel the
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remaining gas from the halo or bulge
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\citep{Ciotti97,Ciotti2001,Silk98,Wyithe2003}. This would also have
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an immediate bearing on star formation in the galaxy. In our
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simulations we include black hole accretion and feedback to examine
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their impact on star formation during galaxy mergers, focusing on the
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color evolution of the ensuing ellipticals. Our results demonstrate
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that these processes can quench star formation in large merger
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remnants, and that ellipticals formed in this manner redden
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sufficiently rapidly to explain the observed color bimodality of local
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galaxies.
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\section{Numerical Simulations}
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Our simulations were performed with {\small GADGET-2}, a new version
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of the parallel TreeSPH code {\small GADGET} \citep{Springel2001}. It
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uses an entropy-conserving formulation of SPH \citep{Springel2002},
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and includes radiative cooling, heating by a UV background, and a
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sub-resolution model of the multiphase structure of dense gas to
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describe star formation and supernova feedback \citep{Springel2003}.
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We have incorporated a novel procedure for handling accretion onto
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supermassive black holes (BHs) into this code. Briefly, we represent
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BHs by ``sink'' particles that accrete gas from their local
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environment. The accretion rate $\dot M_{\rm B}$ is estimated from the
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local gas density and sound speed, using a Bondi-Hoyle-Lyttleton
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parameterization together with an imposed upper bound equal to the
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Eddington rate. We further assume that a small fraction of 5\% of the
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bolometric luminosity of $0.1 \dot M_{\rm B} c^2$ (for an accretion
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efficiency of 10\%) can couple dynamically to the ambient gas around
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the accreting black hole. This source of feedback is injected as
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thermal energy into the gas around the BH particle. A full discussion
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of our methodology is given in Springel, Di Matteo \& Hernquist
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(2004). See also the recent studies by \citet{Kawata2004}, who
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investigated a thermal AGN heating model not coupled directly to
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accretion, and by \citet{Kazantzidis2004}, who followed completely
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`passive' black hole particles in galaxy mergers.
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\begin{figure}[t]
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\begin{center}
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\resizebox{8.0cm}{!}{\includegraphics{fig1.eps}}\vspace*{-0.4cm}\\
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\end{center}
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\caption{Evolutionary tracks of isolated, star-forming spiral galaxies
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initially with pure gas disks, in the color-magnitude plane of $u-r$
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vs.~$M_r$. From left to right, are models with $V_{\rm vir}= 80,$
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113, 160, 226, and $320\,{\rm km\, s^{-1}}$. Diamonds on each track
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are spaced 0.5 Gyrs apart, and the age of the last point is labeled.
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Filled circles show the mean color of the blue part of the observed
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bimodal color distribution at a given luminosity \citep{Balogh2004}.
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\label{FigIsolated}}
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\end{figure}
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Note that we do not attempt to resolve the small-scale accretion
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dynamics near the black hole; i.e.~the complex processes that are
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ultimately responsible for transporting gas down to the last stable
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orbit. Instead, our modeling is based on the assumption that the
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time-averaged accretion, and feedback associated with the accretion,
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can be estimated from properties of the gas on scales $\sim 100\,{\rm
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pc}$, similar to our spatial resolution.
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We generate stable, isolated disk galaxies using the approach outlined
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in \citet{Springel2004}. Each galaxy has an extended dark matter halo
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with a profile motivated by cosmological simulations, an exponential
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disk of gas and stars, and a bulge. Here, we focus on only one
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particular choice for the structural properties of our disk galaxies,
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noting that our results are relatively insensitive to the details of
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these choices. We do, however, consider various galaxy masses,
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yielding a family of self-similar disk galaxy models with virial
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velocities $V_{\rm vir}=80$, $113$, $160$, $226$, and $320\,{\rm
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km\,s^{-1}}$. The total mass of each galaxy is $M_{\rm vir}= V_{\rm
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vir}^3/(10 G H_0)$, with the baryonic disk having a mass fraction of
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$m_{\rm d}=0.041$, the bulge of $m_{\rm b}= 0.0136$, and the rest
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being dark matter. The scale length of the disk is computed based on
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an assumed spin parameter of $\lambda=0.041$, and the scale-length of
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the bulge set to 0.2 times the resulting disk scale-length. For a
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fiducial choice of $V_{\rm vir}=160\,{\rm km\,s^{-1}}$, the rotation
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curve and mass of the resulting model galaxy is similar to the Milky
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Way. Note that without the scale-dependent physics of cooling, star
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formation and black hole accretion, these galaxies would evolve in a
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self-similar fashion.
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We eliminate the initial gas fraction of the disks as a separate free
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parameter by starting our simulations with pure gaseous disks. We here
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take advantage of the ability of our sub-resolution model for the
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star-forming gas to stably evolve even massive gaseous disks. This
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also avoids the need to specify an age distribution for disk stars
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that may already be present initially. In our default models, we use
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168000 particles for the dark matter halo, 8000 particles for the
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bulge, 24000 particles for the gaseous disk, and one black hole sink
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particle, if present. The latter is given an initial seed mass of
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$10^5\,{\rm M}_\odot$ in all simulations. With this choice, the dark
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matter particles, gas particles, and star particles are all roughly of
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equal mass, and the central cusps in the profiles for the dark matter
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and bulge \citep{hern90} are reasonably well resolved. To check
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numerical convergence, we have also run a few of our simulations with
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eight times as many particles, where each galaxy model has 1.5 million
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particles in total.
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We have carried out two different types of simulations. In our first
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set of runs, we evolved the galaxies in isolation to study how the gas
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disks are turned into stars, providing a simple model for the color
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evolution of quiescent, star-forming disk galaxies. In a second set,
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we have used pairs of the same models and set them on a collision
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course, with zero orbital energy and a small pericenter separation of
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$7.1\,{\rm kpc}$ (for the $V_{\rm vir}=160\,{\rm km\,s^{-1}}$
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case). By varying the initial separation in some of our mergers, we
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have also changed the time until the first encounter of the galaxies,
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and hence effectively modified the gas fraction in the galaxies when
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they coalesce. In the simulations analyzed here we only consider pure
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prograde encounters, for simplicity. However, we have checked with
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further simulations of more general encounters, where the disk spin
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vectors were tilted relative to the orbital plane, that our results
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are insensitive to the orbital configuration.
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\begin{figure}[t]
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\begin{center}
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\resizebox{8.0cm}{!}{\includegraphics{fig2.eps}}\vspace*{-0.4cm}\\
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\end{center}
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\caption{Comparison of the star formation rate history of two
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colliding gas-rich spirals of mass $3.85\times 10^{12}\,{\rm M}_\odot$
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with (red line) and without (green line) central supermassive BHs. The
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merger triggers a powerful starburst at time $\sim 1.5\,{\rm Gyr}$,
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which is accompanied by a phase of Eddington accretion in the
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simulation with BHs. The feedback energy from accretion eventually
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blows away the gas surrounding the black holes, nearly terminating
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star formation in the remnant and stalling further growth of the black
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holes.
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\label{FigCompSfr}}
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\end{figure}
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\section{Results}
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\subsection{Color evolution of isolated disk galaxies}
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In Figure~\ref{FigIsolated}, we show evolutionary tracks of isolated,
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star-forming spiral galaxies in the color-magnitude plane of $u-r$
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vs.~$M_r$. We use the stellar population synthesis models of
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\citet{Bruzual2003} to compute rest-frame magnitudes in the SDSS bands
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for the simulated galaxies, assuming solar metallicity and a Chabrier
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initial mass function. We do not add corrections for internal
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extinction in the galaxies.
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The galaxies start with pure gaseous disks, which are transformed into
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stellar disks on roughly an exponential timescale. The more massive
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galaxies shown in Figure~\ref{FigIsolated} have somewhat shorter gas
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consumption timescales than less massive ones, as expected from the
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density-dependence of the assumed Schmidt-like star formation law
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\citep{Springel2003}. This makes them slightly redder at the same age.
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However, to reproduce the strong trend with luminosity seen in the
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mean color of the blue population of star-forming galaxies
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\citep{Balogh2004}, one needs to assume that larger galaxies are also
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older. Formally, we obtain a good match to the observed trend if
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galaxies of total mass $\sim 4\times 10^{12}\,{\rm M}_\odot$ started
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forming their stars about $4\,{\rm Gyr}$ earlier than galaxies of mass
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$\sim 10^{11}\,{\rm M}_\odot$. While this trend qualitatively agrees
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with the proposed notion of `cosmic down-sizing' of star formation
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\citep{Cowie1996,Kauffmann2003b}, it is important to note that our isolated
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systems represent at best a crude model for disk formation because
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several cosmological effects are neglected, most notably infall. The
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results therefore primarily serve to illustrate the color evolution of
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our galaxies when they do not suffer a merger.
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\subsection{Star formation and color evolution in mergers}
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In Figure~\ref{FigCompSfr}, we compare the star formation rates in
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collisions between two large gas-rich spirals, with and without black
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holes. The collision causes a nuclear inflow of gas, triggering a
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strong starburst, and fueling black hole accretion in the simulation
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with AGN. The feedback resulting from accretion first only damps the
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starburst, but once the black hole has accreted at its Eddington rate
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for several Salpeter times, it begins to drive a powerful quasar
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outflow. This wind can remove much of the gas from the inner regions
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of the merging galaxies, thereby nearly terminating star formation on
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a short timescale. As a result, there is almost no residual star
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formation in the remnant with black holes, as opposed to the ordinary
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simulation where the remnant keeps forming stars at a non-negligible
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rate of a few ${\rm M_\odot/yr}$ for several Gyr. An analysis of the
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dynamics and the final masses of the BHs in these simulations is given
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in \citet{DiMatteo2004}.
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\begin{figure}[t]
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\begin{center}
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\resizebox{8cm}{!}{\includegraphics{fig3.eps}}\vspace*{-0.4cm}\\%
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\end{center}
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\caption{Comparison of the color evolution of the merger of two
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colliding gas-rich spirals of mass $3.85\times 10^{12}\,{\rm M}_\odot$
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($V_{\rm vir}=226\,{\rm km\,s}^{-1}$) with (red line) and without
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(blue line) central supermassive BHs. The thin gray line marks a
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fiducial color evolution assuming that no stars are formed after
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$T=2\,{\rm Gyr}$.
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\label{FigEvolMergers}}
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\end{figure}
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In Figure~\ref{FigEvolMergers}, we compare the temporal evolution of
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the $u-r$ color in these two merger simulations. After a brief
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excursion into the extreme blue during the bursts, when much of the
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gas is consumed, both remnants begin to redden. However, this happens
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substantially faster when AGN feedback is included. In fact, in our
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simulation set we find that for galaxies more massive than $\sim
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3\times 10^{12}\,{\rm M}_\odot$ the color evolution of the remnants is
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consistent with one where no stars are formed {\em at all} after the
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burst -- they will hence quickly evolve into extremely red, massive
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elliptical galaxies.
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However, we note that the magnitude of this ``termination effect''
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depends on the masses of the galaxies involved. Because the BHs in
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small galaxies grow only relatively little in mass, consistent with
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the $M_{\rm B}-\sigma$ relation, AGN feedback is much less efficient
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in smaller galaxies. Consequently, the change in the remnant
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evolution is progressively weaker for less massive galaxies. In the
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smallest galaxies we considered, of virial velocity $V_{\rm
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vir}=80\,{\rm km\,s^{-1}}$, the color evolution is nearly unchanged
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between simulations with and without black holes. In mergers of these
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systems, the small spheroidal galaxies that form remain relatively
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gas-rich and exhibit ongoing star formation. Such galaxies appear to
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exist. For example, using data from the DEEP survey of the Groth
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strip, \citet{Im2001} show that a substantial fraction of
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morphologically selected early-type galaxies at $z\le 1$ have blue
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colors, and that they are likely to be low-mass, star-forming
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spheroids.
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\subsection{Relation to the bimodal color distribution}
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In Figure~\ref{FigMergerColorEvol}, we show evolutionary tracks of the
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color evolution of the merger simulations for different progenitor
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masses, again in the $u-r$ vs. $M_r$ plane. The last points on the
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tracks correspond to an age of $\sim~5.5\,{\rm Gyr}$ after the
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merger-induced starbursts. At this fiducial time, we compare to the
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mean color of the red part of the bimodal color distribution in the
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Local Universe, as determined by \citet{Balogh2004} for the SDSS.
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\begin{figure}[t]
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\begin{center}
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\resizebox{8.0cm}{!}{\includegraphics{fig4.eps}}\vspace*{-0.4cm}\\
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\end{center}
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|
\caption{Color evolution in the $u-r$ vs. $M_r$ plane for gas-rich
|
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|
mergers with black hole accretion. Symbols on the tracks are spaced
|
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|
0.5 Gyr apart, with the last point corresponding to an age of
|
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|
$\sim~5.5\,{\rm Gyr}$ after the merger-induced starburst. For
|
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|
comparison, triangles show mergers without black holes at the same
|
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|
time, and the solid circles give the observed mean color of the red
|
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|
part of the bimodal color distribution at a given luminosity
|
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|
\citep{Balogh2004}.}
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\label{FigMergerColorEvol}
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|
\end{figure}
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|
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|
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|
The large spacings of the markers on the track of the massive disk
|
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|
galaxies during the transition from blue to red illustrate how rapidly
|
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|
the color transformation proceeds. Already $\sim 1\,{\rm Gyr}$ after
|
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|
the merger, the color has reddened to about $u-r\simeq 2.0$, and after
|
||
|
a further Gyr, it reaches about $u-r\simeq 2.2$. In contrast, without
|
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|
black holes the remnant takes $5.5\,{\rm Gyr}$ to reach $u-r\simeq
|
||
|
2.1$, and has difficulty reaching the observed redness even after a
|
||
|
Hubble time.
|
||
|
|
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|
This result also demonstrates an important connection to the observed
|
||
|
bimodal color distribution of galaxies. AGN feedback appears to be
|
||
|
required in order to move galaxies from the blue star-forming
|
||
|
population into the red population of ``dead'' galaxies sufficiently
|
||
|
rapidly. If the transition is too slow, there should be many more
|
||
|
galaxies with intermediate colors, which would wash out the observed
|
||
|
bimodality. Interestingly, the observed trend with luminosity of the
|
||
|
mean color of the red mode of the bimodal color distribution can be
|
||
|
approximately reproduced by our merger remnants with BHs, at a time
|
||
|
roughly $5.5\,{\rm Gyr}$ after completion of the mergers. As a
|
||
|
look-back time, this would correspond to a formation redshift of
|
||
|
$z\simeq 0.7$. Without black holes, the galaxies reach the required
|
||
|
redness only much later, or not at all within a Hubble time. While
|
||
|
the idealized nature of our individual galaxy mergers preclude us from
|
||
|
drawing definite statistical conclusions, our results indicate that BH
|
||
|
feedback is essential for shaping the bimodal color distribution of
|
||
|
galaxies.
|
||
|
|
||
|
|
||
|
\section{Conclusions}
|
||
|
|
||
|
We have demonstrated that gas-rich galaxies do not necessarily consume
|
||
|
all their gas in the starbursts that accompany major mergers.
|
||
|
Consequently, ellipticals formed in such events can sustain star
|
||
|
formation for extended periods of many Gyrs that makes them relatively
|
||
|
blue. However, if the merging galaxies host supermassive black holes
|
||
|
at their centers, AGN feedback provides a mechanism to quench star
|
||
|
formation on a short timescale. This introduces a marked difference in
|
||
|
the color evolution of galaxies: mergers of massive galaxies can
|
||
|
produce remnants that redden to $u-r\simeq 2.2-2.3$ in about $1-2\,
|
||
|
{\rm Gyrs}$. Moreover, the AGN feedback drives a gaseous outflow which
|
||
|
leaves behind a gas-poor remnant. The ``dead'' ellipticals formed in
|
||
|
this manner should be a good match to the luminous red stellar
|
||
|
populations of many massive ellipticals, which are devoid of
|
||
|
star-forming gas and lack young stars. Also, AGN feedback may be an
|
||
|
important driver in shaping the observed bimodal color distribution of
|
||
|
galaxies.
|
||
|
|
||
|
Because black hole growth is a strong function of the size of the
|
||
|
spheroid formed, the effects of AGN feedback sensitively depend on the
|
||
|
masses of the merging galaxies. In our simulations, black hole
|
||
|
accretion modifies the properties of large elliptical remnants
|
||
|
strongly, while those of forming dwarf spheroidal systems are largely
|
||
|
unaffected.
|
||
|
|
||
|
It is now widely believed that the formation of spheroids and the
|
||
|
growth of supermassive black holes are intimately linked. If this is
|
||
|
the case, then black holes should not be ignored in models of galaxy
|
||
|
formation, since even basic properties like the color of ellipticals
|
||
|
can be influenced strongly by them, as we have shown here.
|
||
|
Hydrodynamical simulations of galaxy formation that self-consistently
|
||
|
account for star formation and the growth of black holes promise to be
|
||
|
an important tool for exploring this connection further, which may
|
||
|
well lead to fundamental changes in the theory of hierarchical galaxy
|
||
|
formation.
|
||
|
|
||
|
\vspace*{-0.2cm}
|
||
|
\acknowledgments This work was supported in part by NSF grants ACI
|
||
|
96-19019, AST 00-71019, AST 02-06299, and AST 03-07690, and NASA ATP
|
||
|
grants NAG5-12140, NAG5-13292, and NAG5-13381. The simulations were
|
||
|
performed at the Center for Parallel Astrophysical Computing at the
|
||
|
Harvard-Smithsonian Center for Astrophysics.
|
||
|
|
||
|
\bibliographystyle{apj}
|
||
|
\bibliography{springel}
|
||
|
|
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|
|
||
|
\end{document}
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