Sections
The large-scale structure includes galaxies, galaxy groups (see the figure of Seyfert's Sextet above: local link / general link: seyfert_sextet.html; and below: local link / general link: seyfert_sextet.html), galaxy clusters, galaxy superclusters, galaxy filaments, galaxy walls, voids, and whole lot more.
The study of the large-scale structure is considered part of cosmology, but it is at a level just below that of the observable universe as a whole---which we will study in IAL 30: Cosmology.
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There are some units and distance scales that it is convenient to note or recapitulate for a start. See the listing in the insert below (local link / general link: astronomical_distances_larger.html).
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Now what we can see of the
observable universe
(with
observable universe radius = 14.3 Gpc)
is a sphere centered on us.
To explicate, see the artist's conception of the observable universe in the figure below (local link / general link: cosmos_artist_conception.html).
To further explicate the observable universe, consider the 2 artist's conceptions of it in the figure below (local link / general link: observable_universe_cartoon.html).
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What is the observable universe
made of? See the figure below
(local link /
general link: pie_chart_cosmic_energy.html).
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As we will discuss below, there are galaxy groups, galaxy clusters, galaxy superclusters, and the large-scale structure.
Note that galaxy groups and galaxy clusters are probably mostly gravitationally bound: i.e., they will NOT expand with the expansion of the universe. On the other hand, galaxy superclusters though gravitationally interacting are probably mostly NOT gravitationally bound. In most cases, most of their component galaxy groups and clusters and field galaxies will move apart forever with the expansion of the universe---provided the Λ-CDM model or some other forever expanding cosmological models is true.
Note velocity dispersion (σ) is a sort of average of the absolute values of the velocities of a set of astro-bodies (relative to their mutual center of mass) forming a gravitationally-bound system. The kinetic energy of the astro-bodies holds them up from collapse to the center of mass under their own self-gravity.
The structure just above galaxies themselves are galaxy groups.
Characteristics of galaxy groups (see Wikipedia: Galaxy group: Characteristics):
Our own Milky Way belongs to a galaxy group with the inspiring name of the Local Group.
The Local Group is a very poor galaxy group: it has only 3 large galaxies.
A map of the Local Group is shown in the figure below (local link / general link: local_group.html).
Talk about gifts.
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Question: In what constellation is the
Local Group member the
Canis Major Dwarf Galaxy
(a dwarf elliptical galaxy)?
Another well known galaxy group is the
Hickson Compact Group
HCG 87 which
is shown in the figure below
(local link /
general link: galaxy_hcg_87.html).
Answer 1 is right.
The structure just above
galaxy group
is galaxy cluster.
The basic characteristics of galaxy clusters
(see Wikipedia: Galaxy Cluster:
Basic properties
and Wikipedia: Galaxy Cluster:
Composition):
Galaxy clusters
are also divided into REGULAR CLUSTERS which are roughly
spherically symmetric with a
concentration of galaxies in the center and
IRREGULAR CLUSTERS which are irregular (FK-593).
As usual, there is actually
a continuum
between the types of galaxy clusters.
Also since the specifications are a bit vague, which category a
galaxy cluster falls into will
vary a bit with reference.
For an example of a
RICH galaxy cluster,
see the
Coma Cluster
in the figure below
(local link /
general link: galaxy_cluster_coma.html).
How many? Someone must have good statistics,
but NOT yours truly.
However, within 5 Mpc of the
Milky Way about
80 % of
galaxies are in
galaxy groups and clusters
(see Wikipedia: Field galaxies).
POOR galaxy clusters
far outnumber rich ones
(FK-592)
and most galaxies are
NOT in rich clusters????.
Galaxies NOT
in
galaxy groups and clusters
(i.e., isolated galaxies) are called
field galaxies.
Also
galaxy groups
and
galaxy clusters
have NO sharp edges.
This last comment applies both to the
galaxies
in the galaxy clusters
and the
dark matter
which makes most of their mass.
Of course, complex interactions among objects in a
gravitationally bound system
may impart sufficient
kinetic energy to individual objects to allow them to escape.
In fact, on enough time-scale a
chaotic
gravitationally bound system
will gradually disperse completely:
objects chaotically
gain enough kinetic energy
to escape, leaving the others more tightly bound, but always with enough
allow more escapes until all that is left is
2-body system
which in Newtonian physics
if completely isolated is eternally stable and repeating clockwork.
The tendency of
multi-body
gravitationally bound systems
to continuous escapes can be called
"gravitational-system evaporation"
Gravitational perturbations from outside the bound
system may also lead to escape.
Now yours truly
knows what you are
thinking---"that's in Virgo"---well it
straddles the line between the
constellations
Virgo
and Coma Berenices.
A sky map
of constellation
Virgo
(with the Virgo Cluster shown)
is shown in the figure below
(local link /
general link: iau_virgo.html).
Galaxy clusters
can themselves be part of superclusters that can
contain tens of galaxy clusters
and have a size scale of 50 Mpc
(FK-594).
Yours truly believes
they are all irregular in shape.???
Superclusters although gravitationally
interacting appear to be mostly NOT
gravitationally bound
(FK-594).
In most cases, most of their component
galaxy groups and clusters
and field galaxies
will move apart forever with the
expansion of the universe.
We take up the
expansion of the universe in
IAL 30: Cosmology.
The Local Group belongs to the
Virgo Supercluster
which itself is part of the
Laniakea Supercluster.
Just judging by the name answer 3.
This is right. The
center of mass
is near the Virgo Cluster
(CM-402).
But one really didn't have enough information to be sure since
there are misnomers in astronomy and the Virgo Supercluster
is a big shaggy dog story.
The Virgo Supercluster,
Laniakea Supercluster
(sans name),
and
the local
large-scale structure of the universe,
is shown
in the figure below
(local link /
general link: large_scale_structure_z_0x035.html).
Galaxies and larger groupings collectively are called the
large-scale structure of the universe.
The larger structures include
galaxy groups,
galaxy clusters,
galaxy superclusters,
galaxy filaments
(string-like bands of galaxies
and larger groupings),
galaxy walls
(walls of galaxies
and larger groupings),
and
voids
(low density of galaxies).
The voids
are roughly spherical and have diameters of 30 to 120 Mpc
(FK-596).
The voids
have some hydrogen gas
and maybe??? filaments of dim galaxies.
The study of the
large-scale structure
is actually considered part of
cosmology.
The 3-dimensional appearance of the
large-scale structure of the universe
is foamy
(FK-596;
CK-396).
However, the modern tendancy is to think of it as web-like and hence the modern name for
the large-scale structure
the
cosmic web.
The local
large-scale structure
or
cosmic web
is illustrated in four figures below:
Caption: All sky galaxy map at 2.2 microns.
This map shows about 1.6 million galaxies in the nearby
universe detected at 2.2 microns in the near infrared.
The image is in
Hammer projection (2:1 axis ratio with
the long axis corresponding to the equator or equator-like line),
yours truly suspects.
This maps a spherical surface into an 2:1 ellipse.
The shapes of regions are distorted, but their areas are accurate in some fastion.
The brightest galaxies are in blue and thus are mostly
nearby.
Faintest galaxies are in red, and thus are mostly relatively far away.
Green and yellow are somewhere in between, but the official caption
is NOT specific.
The color scheme thus gives representation of the 3-dimensional
large-scale structure.
The filaments,
voids, and
foamy nature of the
large-scale structure of the universe
are made somewhat visible in the image.
The untrained eye finds galaxy clusters, but
superclusters of galaxies are harder to recognize.
There is a dark band that mostly lies on the edge of this image
with a spur at the top center.
This the band where Milky Way disk of star and dust blocks our
view. The dark band is just an omission of sources.
Credit/Permission:
2MASS/T. H. Jarrett,
J. Carpenter, & R. Hurt,
University of Massachusetts,
Infrared Processing and Analysis
Center/Caltech,
NASA,
NSF,
before or circa 2004 /
Public domain.
Caption: "Three-dimensional DTFE reconstruction of the inner parts of the
2dF Galaxy Redshift Survey.
The figure reveals an impressive view on the cosmic structures in the
local universe.
Several galaxy superclusters stand out, such as the
Sloan Great Wall,
the largest structure in the observable universe
known as of circa 2007."
(Slightly edited.)
The image shows two slices through the sphere of the
observable universe.
The dense regions of galaxies are represented by gray shading
and the less dense regions or voids by
white space.
The foamy, sudsy, filamentary nature of the
large-scale structure is
illustrated.
The Sloan Great Wall is
about 300 Mpc away and is about 400 Mpc in length.
These value indicate the size of the slices being shown.
Remember that the
Hubble length = L_H = c/H_0 = 4.2827 Gpc/h_70 = 13.968 Gly/h_70,
and so the Sloan Great Wall, although considered
nearby, is still a fair fraction of a Hubble Length
away.
Currently, H=70.4(1.4) (km/s)/Mpc is about the best determination of the
Hubble constant
(see Wikipedia: Concordance model: Parameters).
However, since the best
Hubble constant
value fluctuates with time, it is convenient to adopt 70 (km/s)/Mpc as a fiducial value and
write quantities that
depend on the
Hubble constant
in terms of h_70.
Hubble constant
itself
written this way is H=70*h_70 (km/s)/Mpc.
Recall that the
Hubble length = L_H = c/H_0 = 4.2827 Gpc/h_70 = 13.968 Gly/h_70,
is a characteristic size scale for the
observable universe
within the
expanding universe
paradigm that is indepdent of
specific models (e.g., the
Λ-CDM model).
Note that the
observable universe radius = 14.3 Gpc
in the Λ-CDM model
with about the best available parameters
(see Wikipedia: Observable universe).
Credit/Permission: ©
Willem Schaap (AKA User:Wschaap),
2007
(uploaded to Wikipedia
by User:Zoe0,
2009) /
Creative Commons
CC BY-SA 3.0.
The cosmological principle
is explicated in the figure below
(local link /
general link: observable_universe_cosmological_principle.html).
Of course, E.A. Milne (1896--1950)
and other early users of the
cosmological principle
did NOT have modern evidence for it.
For them, it was vastly simplifying assumption for research in
cosmology.
So there is a size limit to structure it seems:
the
cosmological principle scale ∼ 400 Mpc = 0.4 Gpc.
The
observable universe radius = 14.3 Gpc
in the Λ-CDM model
with about the best available parameters
(see Wikipedia: Observable universe).
It was once wondered if there was NO limit to structure---NO
End of Greatness.
That one would keep finding structure on larger scales.
To explicate, say
galaxy superclusters
were grouped into Type II superclusters which were grouped into type III superclusters
which were ... and so on forever.
There would be NO
End of Greatness
and the mean mass-energy
of the universe would
go to zero if there were
no mass-energy
between galaxies.
This cosmological model
was considered once and was called the
hierachical world model
(Bo-14--15,19).
A hierachical world model could
even be a fractal.
A fractal is a thing that is or looks the same on all or
many scales at least in some approximation. The branches and
roots of trees are approximate fractals.
For example, one can
make a fractal by drawing an iteration of
3 branches from each branch.
The animation in the figure below
(local link /
general link: fractal_koch_snowflake.html)
illustrates the
construction of a fractal.
But the
observable universe
is NOT a
fractal
nor any other kind of
hierachical world model
and does have a size limit on its
structure.
So there is
End of Greatness:
the
cosmological principle scale ∼ 400 Mpc = 0.4 Gpc.
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Recall, velocity dispersion (σ)
is a sort of average of the
absolute values of
the velocities
of a set of astro-bodies
(relative to their mutual
center of mass)
forming a gravitationally-bound system.
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Question:
Gravitationally bound
means that the component objects of
systems
so described:
Both answers are right, but answer 1 is a more complete answer.
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The relative locations of
Local Group and the
Virgo Cluster
are shown
in the figure below
(local link /
general link: large_scale_structure_030_mpc.html).
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Images of the central region of the
Virgo Cluster
in shown in the
figure below
(local link /
general link: galaxy_cluster_virgo.html).
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Question: Where is the
center of mass
(i.e., the barycenter)
on the sky of the
Virgo Supercluster? Probably in or near:
The Virgo Supercluster
on the sky spreads out and reaches at least to
the constellations
Bootes,
Coma Berenices,
Leo,
Ursa Major,
and, of course,
Virgo
(see SLAS:
Virgo Supercluster Overview Chart).
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Acknowledgment:
"Atlas Image [or Atlas Image mosaic] obtained as part of the Two Micron All Sky Survey (2MASS),
a joint project of the University of Massachusetts and
the Infrared Processing and Analysis Center/California Institute of Technology,
funded by the National Aeronautics and Space Administration and the National Science Foundation.
This is the stated policy of 2MASS."
Download site: Wikimedia Commons:
File:Galaxies of the Infrared Sky .jpg.
Image link: Itself.
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h_70 = H/(70 (km/s)/Mpc), where H_0 is the
Hubble constant
(the rate of expansion of the universe
per unit lenght).
Image link: Wikipedia:
File:2dfdtfe.gif.
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The theory of the overall
HOMOGENEITY
and ISOTROPY of the
observable universe
is called the
cosmological principle:
the name, but NOT the concept, being introduced by
E.A. Milne (1896--1950)
(see figure below
(local link /
general link: e_a_milne.html).
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What homogeneity
on a size scale of 400 Mpc means that
every box of ∼ 400 Mpc on a side contains about the same amount
of mass and more or less the same features on average.
Remember that the
Hubble length = L_H = c/H_0 = 4.2827 Gpc/h_70 = 13.968 Gly/h_70
which is a characteristic size scale for the
observable universe
within the
expanding universe
paradigm that is independent of
specific models (e.g., the
Λ-CDM model).
So in a sense, we have to look over a considerable part
of the
observable universe
to find the end of structure---the End of Greatness.
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Form groups of 2 or 3---NOT more---and tackle Homework 29 problems 2--5 on galaxies, large scale structure, and galaxy formation.
Discuss each problem and come to a group answer.
Let's work for 5 or so minutes.
The winners get chocolates.
See Solutions 29.
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This section is for student reading only. It is best to discuss structure formation (i.e., the formation of the large scale structure of the observable universe or cosmic web) while explicating illustrative videos, and so we skip on to subsection Structure Formation in Videos below.
So see the outline in the figure below (local link / general link: large_scale_structure_formation_outline.html).
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The figure below
(local link /
general link: large_scale_structure_early_universe.html)
illustrates the
large-scale structure of the universe
in
electromagnetic radiation (EMR)
(NOT dark matter
at
cosmic time ∼ 4 Gyr
(i.e., lookback time ∼ 10 Gyr).
Structure formation
(i.e., the formation of the
large scale structure
of the observable universe
is now discussed while explicating illustrative videos:
first
N-body simulation videos,
second
Large-Scale structure of the universe videos.
For the videos,
see also videos below
(local link /
general link: large_scale_structure_videos.html)
further dynamically illustrate
the formation of
large-scale structure.
UNDER RECONSTRUCTION BELOW, BUT CAN BE READ FOR RECAPITULATION
Structure formation
(i.e., the formation and evolution of the
large-scale structure of the universe)
can only be done by
computer simulations.
The 1st order calculations
are
N-body simulations
which include only
dark matter
which makes up ∼ 26 % of the
mass-energy
of the observable universe
and ∼ 85 % of the CLUMPABLE
mass-energy
The dark energy
makes up ∼ 70 % of the
mass-energy
of the observable universe, but
it is thought NOT to clump.
The N-body simulations
only use gravitational forces.
To go beyond the 1st order calculations, you need to
include baryonic matter
which is subject to
gravitational forces,
pressure forces,
and magnetic force.
There are also complex
AGN feedback
from central supermassive black holes.
Computer simulation
with baryonic matter
are an ongoing and rapidly improving research area.
A lot of success has been achieved in modeling the
observable universe, but
there is still a long way to complete understanding.
?????
Computational simulations that start with a primordial distribution of
density fluctuations and try to reproduce the modern large-scale
structure are an ongoing enterprise with some success.
But such computations are demanding and involve many approximations
including the treatment of the
dark matter
and
dark energy
which we discuss briefly below in the section
Galaxy Formation.
The animation
obtained from a computer simulation
shown in the figure below
(local link /
general link: large_scale_structure_formation.html)
dynamically illustrates
the formation of
large-scale structure.
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EOF
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EOF
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A major problem is the dark matter must have played major role in formation since it is overwhelmingly most of the mass. But that role is hard to determine exactly.
What the dark energy does is another rather open question.
Dark matter is matter we only notice through its gravitational effect and it seems to be overwhelmingly most of the matter of the observable universe.
About 20 % or so is baryonic dark matter. Most of this baryonic dark matter is hot and nearly invisible dilute hydrogen/helium gas between galaxies and galaxy clusters---the intergalactic medium which is mainly warm-hot intergalactic medium (WHIM)) and nearly-invisible intergalactic baryonic matter. Both these invisible matter types (which are mainly ionized hydrogen and helium with maybe a little enrichment of metals) radiate in the X-ray band, but with low detectability---we do observe it now a bit.
However, when we (and everyone else) says dark matter without qualification, we (and everyone else) mean NOT the baryonic dark matter but exotic dark matter.
The (exotic) dark matter may be some kind of very unreactive exotic particles that are spread through space, but clumped somehow in the dark matter halos of galaxies. People are trying to detect the exotic particles and there have been a few hints of detections, but nothing solid so far. On the other hand, the dark matter may be primordial black holes created in the Big Bang era before Big Bang nucleosynthesis (BBN).
Dark energy is an unknown energy that seems to be accelerating the expansion of the universe. Dark energy is discussed in IAL 30: Cosmology.
For the currently determined amounts of dark matter and dark energy (given that the Λ-CDM model is true), see the figure below (local link / general link: pie_chart_cosmic_energy.html).
Both the concepts of dark matter and dark energy may be greatly modified or even dispensed with if the relativistic MOND theory turns out to real to some degree or other (Bekenstein, J. D. 2004, An Alternative to the Dark Matter Paradigm: Relativistic MOND Gravitation, astro-ph/0412652). See IAL 25: Black Holes for more on the relativistic MOND theory.
We will only give a brief sketch of the current theory
of galaxy formation:
it is still a somewhat uncertain theory---and
yours truly does NOT know as much
as yours truly should know.
The Big Bang
(see IAL 30: Cosmology)
left fluctuations in the density of the early universe gas as
we mentioned above in connection with the
large-scale structure.
These fluctuations led to gravitational runaways to PROTOGALAXIES
and these merged to make galaxies.
The galaxies formed from the "the bottom up":
(i.e., from smaller objects) rather from "top down" (i.e., out of galaxy-sized clouds)
as was once theorized.
These objects are NOT around in the modern universe,
and so must have merged to make modern
galaxies.
It may be that SOME
ellipticals
formed when
the early star formation was very fast and occurred
before a disk of gas could form.
There is then no energy dissipation mechanism for stars
which are point-like and super-rarely collide in a hard sense:
gravitational interactions are common but these tend NOT
to dissipate kinetic and gravitational potential energy to heat.
Thus the streaming and dissipation mechanism that leads to disk
formation for gas does NOT occur for stars.
Consequently, the stars in
ellipticals
stayed in a swarm.
However, very likely most
ellipticals form by
galaxy mergers.
Maybe they almost all do.
The process of galaxy merger
randomizes the orbits
of the stars and often strips of the gas.
The stars go right through each other in
galaxy collisions,
but the gas runs into
gas clumps and becomes physically
separated and tends to be lost which tends to turn off
star formation.
Or the gas becomes too hot
for star formation.
Its pressure is too high.
For a galaxy collisions
see the video
When galaxies collide! | 1:36
in
Galaxy videos
below
(local link /
general link: galaxy_videos.html):
The merged galaxy
(likely a new elliptical)
tends to be
quenched galaxy
in modern astro-jargon.
Why do quenched galaxies
NOT revive by inflow of new gas and
gas cooling?
They probably do or did in the past in some cases.
But it seems that dequenching is rare.
The fact that a
galaxy merger occurred
probably means crowded ????
Also star formation
is slowing down generally as the universe expands and there is less
gas inflow from the intergalactic medium (IGM).
Ellipticals
are more likely in regions of greater density of galaxies.
Ellipticals
can also be made by the collisions of spirals which
strip the gas and randomize the star orbits and strip away
the interstellar medium (ISM).
in the figure below
(local link /
general link: galaxy_mice.html).
In the universe, to look far away is to look long ago.
See the figure below for further discussion of
ellipticals,
galaxy mergers,
and
galaxy quenching
(the turning of
star formation).
Such gas is probably shocked heated during collisions that stripped it from
the parent galaxies
(FK-596).
In both
ellipticals
and
spirals
the star formation rate probably
peaked early on in the universe.
The adjacent cartoon illustrates this, but the cartoon
simplifies things by ignoring that some
spirals
have merged to make
ellipticals.
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The "bottom up" process is evidenced by HST images of
abundant star groupings smaller than modern day
dwarf ellipticals
at distances of about 3400 Mpc which is
a large fraction of a
Hubble length = L_H = c/H_0 = 4.2827 Gpc/h_70 = 13.968 Gly/h_70
away and at a look back
time of about 11 Gyr
(FK-602).
The merger process never stopped: there are still mergers in the modern universe
(i.e., the local universe).
UNDER RECONSTRUCTION BELOW
Spirals
(see figure below
local link /
general link: galaxy_hubble_sequence.html)
formed from protogalaxies that were mainly still gas.
The gas collapsed into disk according to the process we
have discussed many times (see
IAL 21: Star Formation).
Then most stars formed in the disk.
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Computer simulations show that BAR FORMATION is quite natural for spiral galaxies.
However, a sufficiently massive dark matter halo may inhibit BAR FORMATION---one theory anyway.
The numbers of ordinary and
barred spirals are comparable
(CK-393;
FK-583).
EOF
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The merged galaxy
will strong tend to be an elliptical
without much star formation
because without much gas or at least
much cold enough gas.
UNDER RECONSTRUCTION BELOW
The distinction in formation between spirals and
ellipticals probably has to do with the richness
of the environment.
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Mergers have evidently happened in rich clusters:
distant rich clusters have more spirals than local ones.
Question: Distant rich clusters are rich clusters
seen in an earlier epoch of the universe because of:
Collisions of
ellipticals
in dense environments probably also strip
any new gas from ejecta from old stars through winds.
This mostly prevents renewal of star formation.
Answer 1 is right.
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Rich clusters typically have a very hot intergalactic medium
that radiates X-rays: temperatures of order 10**7 and 10**8 K.
Well let's go into the stories with lots of simplifications and omissions to keep from turning our discussion into a book.
The "rich get richer, the poor get poorer".
Gravitational runaway led to dark halos where the dark matter where the density was high and voids where it was low.
The dark halos formed gravitational wells that attracted ordinary matter almost entirely the hydrogen and helium in a 3:1 ratio.
If star formation proceeded very rapidly in a dark halo due to some initial condition????, most of the gas is used up to form stars in a few early generations of stars leaving little for later generations of stars.
Also there was no time for the gas to relax to galactic disk which requires pressure interactions which stars do NOT have---they pinpricks that interact gravitationally virtually only.
If there are no interactions with other galaxies, the elliptical galaxy only ages through the aging of its stars.
As cosmic time passes, progressively the less massive stars end their main-sequence lifetimes and turn into white dwarfs.
The end of the main-sequence lifetime must inject some matter back into the interstellar medium (ISM), but evidently NOT enough to promote much new star formation.
Stars keep forming up to the present in cosmic time and far into the future.
The ISM has time to relax through pressure interactions into a galactic disk where almost all the star formation happens.
Usually there are spiral arms for reasons that we go into section spiral arms.
The result is a spiral galaxy.
These are, in fact, common.
Galaxy mergers are complex events that tend to strip ISM and randomize star orbits of merging spiral galaxies or merging spiral galaxies elliptical galaxies.
So one tends to end up with elliptical galaxies.
Merging elliptical galaxies just give larger elliptical galaxies.
Both calculations and empirical evidence show that mergers yield elliptical galaxies.
The more compact the galaxy cluster, the more galaxy mergers will occur. So NOT surprisingly that compact galaxy clusters tend to have a higher fraction of ellipticals than less compact galaxy clusters.
These are the cD or giant elliptical galaxies: e.g., M87 in the Virgo Cluster in Virgo.
The growth of massive ellipticals is called galactic cannibalism---they eat their own.
This growth is illustrated in the figure below.
Form groups of 2 or 3---NOT more---and tackle Homework 29 problems 2--8 on galaxies, large scale structure, and galaxy formation.
Discuss each problem and come to a group answer.
Let's work for 5 or so minutes.
The winners get chocolates.
See Solutions 29.
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