PLACEHOLDER — NOT PART OF THE TALK
With JWST, ALMA and the VLA we can now resolve individual forming stars, their outflows and
even their ice chemistry across the Milky Way’s Central Molecular Zone — and the
clouds there turn out not to be alike.
That census still covers only a small fraction of the CMZ; the JWST Treasury survey and Roman
will finish it and, for the first time, place these clouds in three dimensions.
What the audience will actually hear, read off the slide order — see the comment above for where this differs from the intended narrative.
Slide 0 - Instructions :
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What sets star and planet formation in the Galaxy’s richest environments across cosmic time
Postdocs: Nazar Budaiev (2026-) ,
Theo Richardson (2025-2026) ,
Miriam Garcia Santa Maria (2024-2025), Allison Towner (2020-2023)
PhD: Desmond Jeff (2025) , Theo Richardson (2025) ,
Alyssa Bulatek (2026) ,
Nazar Budaiev (2026) ,
Savannah Gramze (2027) ,
Taehwa Yoo (2028)
Undergrad/postbac:
Derod Deal ,
Aden Dawson ,
Ethan Bhula ,
Mario Antonio Daley ,
Prashant Sikhdar ,
Avery Lacon ,
Laya Damaraju
Supported by NSF 2008101, 2206511, CAREER 2142300, STSCI 1905, 2221, 3523, 5365, 6151, 10662, 10678, Roman 19008, 19012, Astropy
The Galactic Center is where we study cosmologically relevant conditions at planet-forming scales
Part 1: We see star formation in the CMZ, but it's different.
Part 2: CMZ clouds are icier and dustier
Part 3: Future: JWST-GC, Roman, tomography
Steve told you all about the CMZ as an extreme physics laboratory: it has density, UV, and turbulence like cosmic noon star-forming galaxies.
I'm going to tell you that the CMZ's SF laws, and its chemistry, are quite different from the solar neighborhood.
?
What happens to proto-stellar discs in these extreme environments?
Proplyds: discs photoevaporated
Madau & Dickinson 2014
Most of the stars in the universe formed at cosmic noon, z ~ 1-3
Those conditions -- density, UV field, turbulence -- are what the CMZ reproduces locally
So: what happens to the discs, and to the planets, under those conditions?
Credit the truncation argument correctly: the mechanism is Wijnen+ 2016, 2017
(Pols, Pelupessy, Portegies Zwart — Nijmegen/Leiden): face-on accretion of ISM material
carrying no azimuthal angular momentum shrinks the disc; ram-pressure stripping removes the rest.
It shows up in the observations via Otter+ 2021 (Otter, Ginsburg, Ballering, Bally+) —
the OMC1 discs are embedded, hidden from the Trapezium's UV, and still small, so photoevaporation
cannot be what truncated them. Moeckel & Throop 2009 (Bondi–Hoyle–Lyttleton
accretion onto a protoplanetary disc) made essentially the same argument a decade earlier, as did Bally.
The picture on the slide is Bally+ 2020's; the physics is not his.
The CMZ
$\sim10^8$ M$_\odot$ of gas in $\sim200$ pc, 10% of Galactic star formation
$>\frac{1}{3}$ of CMZ SF is in bound clusters (3-8$\times$ local)
$\sim$50% of CMZ SF occurs in the Sgr B2 cloud.
Zoom-in to the Sgr B2 cloud:
Most massive, actively star-forming cloud in the galaxy: 107 M⊙
ALMA 3mm image showing mix of dust and free-free emission
Where the ~50% comes from, if anyone asks:
Barnes+ 2017 (MNRAS, "Star formation rates and efficiencies in the Galactic Centre"):
CMZ total SFR = 0.09 ± 0.02 M⊙ /yr averaged over IR-luminosity, YSO-counting
and free-free methods; their Sgr B2 entry is 0.005 M⊙ /yr from the IR, rising to
0.045 when the embedded stellar mass is taken from VLA+WMAP instead — i.e. half the CMZ total.
Hatchfield+ 2024 (CMZoom IV): "we find a total SFR (excluding the CND) of ~0.05 M⊙ /yr,
the majority of which is due to the estimate of the SFR of Sgr B2 (~0.036 M⊙ /yr)" —
that is ~70%, so 50% is the conservative statement.
Ginsburg+ 2018b ("Distributed star formation throughout the Galactic Center cloud Sgr B2")
is where the 0.036 M⊙ /yr itself comes from — it is the number Hatchfield adopts.
So the two independent totals (0.09 and 0.05) bracket the answer and both put Sgr B2 at half or more.
The honest caveat is that Sgr B2's SFR depends on how you count embedded stellar mass; the IR-only
route gives ~10x less.
The Central Molecular Zone of the Galaxy represents one extreme of star forming conditions in the Galaxy
MIRI 25 micron shows the outflow:
first IR light from within Sgr B2 N;
$\dot{M} \sim 10^{-1} \mathrm{~M}_\odot \mathrm{~yr}^{-1}$, $M_{cl} \sim 3\times10^3 \mathrm{M}_\odot$
Zooming in, this is the most massive cluster-forming region in the galaxy
It's accreting at 0.1 msun/yr - fast enough to assemble a massive open cluster in < 1 Myr
ALMA shows the ultra-dense gas, JWST shows the outflow cavities
Massive clusters account for 30-40% of the star formation
A dark, dusty swath hides ongoing unclustered SF
Zooming back out...
we switch to some ongoing, only moderately high-mass star formation
Sgr B2 Deep South — extended star formation with JWST
There are only a handful of locations in the densest gas where ALMA and JWST both present emission
these are where outflows create cavities in the dust, letting us see emission related to the YSOs, not directly from their photospheres
Sgr B2 Deep South — mostly seen by ALMA
NIRCam starless F480M (hot dust &/or CO+H2 ) Brα Paα
ALMA 1.3 mm continuum
contour: ALMA SiO 5–4
Red is hot dust
It's associated with outflows, but doesn't simply track them as you might expect for H2 emission
Sgr B2 Deep South — Bipolar flow; 5$\mu$m from the cavity?
NIRCam starless F480M (hot dust &/or CO+H2 ) Brα Paα
ALMA 1.3 mm continuum
contour: ALMA SiO 5–4
Sgr B2 Deep South — DS9, a hot core containing a massive star, along a thin filament
NIRCam starless F480M (hot dust &/or CO+H2 ) Brα Paα
ALMA 1.3 mm continuum
contour: ALMA SiO 5–4
Zooming back out to the overview...
JWST finds the extended, older star formation
ALMA finds the embedded, ongoing star formation
◯ JWST 4.8μm excess sources (Budaiev+ 2026)
■ ALMA 3 mm continuum sources (Ginsburg+ 2018, Budaiev+ 2024, Daley+ in prep)
━ JWST 4.8μm excess source density
The Galactic Center in the mid-infrared (Spitzer/GLIMPSE)
…and in the radio
Star formation in the CMZ does not follow the local relation
Nearby clouds all follow one relation, Sigma_SFR ~ Sigma_gas^2.0, with a uniform efficiency per free-fall time (eps_ff ~ 0.026)
Say the caveat out loud: Pokhrel+ fitted this only below 676 Msun/pc^2 (their N(H2) < 3e22 cut), and their own Fig. 3 shows eps_ff declining above ~1000. Every CMZ point here is 1–2 dex beyond the calibration — pure extrapolation, exactly as I said about Gutermuth in the 2018 paper
The bands are cloud-to-cloud scatter: 0.30 dex, so 2 sigma = 0.60 dex
Where each CMZ point comes from — all three limits drawn as generously as the data allow, so the gap is not overstated:
Sgr B2 (Ginsburg+ 2018) — the whole Fig. 17a point cloud, not one point.
Fig. 17a plots Sigma_* vs Sigma_gas, so the whole panel is divided by an age to get Sigma_SFR. 556 points digitised straight out of the paper's raster.
Age = 0.5 Myr is used: it matches Pokhrel's t_PS so both axes mean the same thing, and it is more conservative than the paper's own 0.74 Myr (a shorter age raises the rate).
Median (log Sigma_gas, log Sigma_SFR) = (3.81, 2.08); the relation predicts 3.52, so 1.44 dex below .
Age sensitivity, all still below: 1 Myr → 1.74 dex below; 0.5 Myr → 1.44; 0.1 Myr (the extreme) → 0.74 dex below, still outside 2 sigma. So the conclusion does not depend on the age.
Axis calibration was checked against the figure's own Gutermuth alpha=1 model lines: at Sigma_gas = 1e4 the t = 0.74 and 0.01 Myr curves are predicted at page rows 678 and 989 and found at 677 and 993.
Caveats to own: Fig. 17a assumes 95 Msun per source (21.8 Msun mean x 23% IMF sampling), the sample misses Class II sources so the stellar mass may be underestimated by up to 2x, and the right-hand column of saturated-Herschel lower limits is excluded from the cloud drawn here.
The Brick (Walker+ 2021), log Sigma_gas = 3.71, limit log Sigma_SFR < 1.03 — 2.28 dex below the relation, and ~1.3 dex below Sgr B2 at the same gas surface density.
Cloud-scale aperture, to match how Pokhrel measure and so the two limits are comparable: >1e5 Msun within R = 2–3 pc (Sec 1); R = 2.5 pc → 19.6 pc^2 → 5.1e3 Msun/pc^2.
Walker+ quote no SFR and no limit, so the ceiling is ours and deliberately generous: every Table 3 core at its 22 K mass, source 1 counted whole (64.2 Msun) not split, = 104 Msun of core gas , times a core-to-star efficiency of 1.0 — every gram already a star — / 0.5 Myr / 19.6 pc^2 → 10.6.
These cores really are protostellar: 9 of 18 drive SiO outflows. Using the 19" ALMA field alone instead (7e3 Msun, 1.75 pc^2) moves it to (4.0e3, 119) — same cloud, aperture ten times smaller.
Cloud E/F (Barnes+ 2019 + Walker+ 2018), log Sigma_gas = 3.78, limit log Sigma_SFR < 0.29 — 3.16 dex below the relation, ~2 dex below Sgr B2.
Sigma_gas from Walker+ 2018 Table 1 , which tabulates the dust ridge on a consistent footing: cloud e = 11.2e4 Msun in R = 2.4 pc, cloud f = 7.3e4 Msun in R = 2.0 pc; Barnes treat them as one cloud, so 1.85e5 Msun over 30.7 pc^2 = 6.0e3 Msun/pc^2. The Immer+ 2012 column of the same table gives 2.6e3, so the horizontal position is good to a factor of ~2.
The ceiling is set by what is observed : no HII regions, no protostellar source catalogue, and the only star formation signature in either cloud is one H2O + Class II CH3OH maser pair in the south. A Class II methanol maser marks a high-mass protostar, so allow one plus companions, ≤ 30 Msun — generous, and bounded above by the Brick's entire counted protostellar content (104 Msun in 18 cores), since E/F shows strictly less. / 0.5 Myr / 30.7 pc^2 → 2.0.
The horizontal bars are the range of column density each cloud actually covers: from the CMZoom threshold N(H2) = 1e23 cm^-2 (Walker+ 2018 Sec 2.1, "designed to target all regions within the CMZ that lie above a column density threshold of ~1e23 cm^-2") = 2.2e3 Msun/pc^2, up to the densest structure in each cloud — the Brick's maser core, 72 Msun in R = 0.04 pc (Rathborne+ 2015 via Walker+ 2021) = 1.4e4 = 6.4e23 cm^-2; and Cloud E/F's peak column, 3.7e24 cm^-2 (Barnes+ 2019 Sec 3.1) = 8.3e4.
The bars are drawn flat, at the cloud-averaged limit. A contour-by-contour treatment would tilt them upward to the right, since the area shrinks at higher contour — that is why Pokhrel's clouds are curves, not points. So flat is the conservative rendering at the high-column end.
Cross-check on which of the two is denser (Tang+ 2021, MNRAS 505, 2392, Fig. 10):
their AzTEC+Herschel dust-SED fit gives one uniform N(H2) map of the whole CMZ at 7", so the Brick and Cloud E/F are measured the same way .
Reading that map in matched R = 2.4 pc apertures: mean lg N(H2) = 22.90 for the Brick, 23.03 for cloud e and 23.01 for cloud f. Cloud E/F is the denser of the two, by ~0.13 dex (~40%).
That is the same ordering the Walker+ 2018 masses give (5.1e3 vs 6.0e3 Msun/pc^2, 0.07 dex), and by a slightly larger margin — so the separation plotted here is the conservative one. Both clouds saturate Tang's 10^23.4 color scale over a few per cent of their area, so these are means, not peaks.
Two things I got wrong first, in case they come up:
(i) I first took Sigma_gas from Barnes' intro prose, "~1e5 Msun, radii of ~1 pc". Multiplied together those give 3.2e4 Msun/pc^2, five to thirteen times too high, and put E/F to the right of most of Sgr B2. They are order-of-magnitude statements; Barnes never tabulate a cloud-scale mass or radius. Walker+ 2018 Table 1 is the number to use.
(ii) I first set the E/F ceiling from Barnes' "the core region could be up to ~600 Msun ... capable of forming one or several high-mass stars (~25 per cent efficiency)". That 150 Msun is star formation potential , not stars that exist — those cores are starless — and treating it as already formed put the limit inside the Sgr B2 cloud.
Rebuild: python3 colloquium_assets/make_sf_relation_figure.py . Edit CMZ_CLOUDS at the top of that file and rerun; it prints this provenance and the dex-below-relation for every point. Local tracks are digitised from Pokhrel+ Fig. 2a (10 of 12 clouds; Orion-A and Mon R2 are black/grey and cannot be separated from the axes).
What is different about the CMZ?
JWST has observed the CMZ dust ridge
JWST's colors show ice
JWST's colors show ice
dust
ice
The Dust ridge: Cloud A (brick), C, D
All have different ice-to-dust ratios
D
C
A
Gramze+ (subm 2026)
Cloud D
Ice is everywhere
But it's different between clouds
3 kpc filament
Brick Head
Gramze+ (subm 2026)
Slope changes imply chemical differences between clouds
within the CMZ
CO/Water ratio?
OCN− / Ammonium salt abundance?
TBD: Ashby+ NIRSPEC 6927
Gramze+ (subm 2026)
Progress:
38 of 139 pointings observed
F212N + F480M, opened at $\ell = +0.7$
a second block has opened at Sgr C
□ observed — NIRCam F212N/F480M mosaic of 2026-09-15, still growing
Built by colloquium_assets/make_cmz_treasury_layers.py, which is live in two ways and
should be re-run shortly before the talk: the mosaics come from the growing HiPS at
starformation.astro.ufl.edu/avm_images/jwst_gc_treasury_hips/ (NIRCam) and
.../jwst_gc_treasury_miri_hips/ (MIRI F770W parallel), and the footprint colors come
from the STScI visit status behind starformation.astro.ufl.edu/jwst-gc/monitor/.
As of 2026-09-12: 139 pointings, 12 observed (7 Executed, 3 Archived, 2 Collecting),
62 Scheduled, 64 Flight Ready, 1 Skipped (GC_136 -- i.e. delayed, it will be rescheduled).
Reduction lags the telescope: only 18% of the observed NIRCam area has made it into
the mosaic so far, so the colored footprints run ahead of the picture.
Caveat worth knowing but probably not worth saying: program 10678 has no offsets table
yet, so these tiles sit on the raw assign_wcs frame with no measured tie to VIRAC2/Gaia.
Positions are good to roughly a JWST pointing, not to a pixel.
The survey runs east to west in descending visit number -- it opened at l = +0.70 and
works down through +0.58, +0.51, +0.45 -- so the panel fills in from its left edge.
Ten of the twelve observed pointings are the block visible at l = +0.64/+0.70; the other
two (GC_138, GC_139) sit at b = +0.58, just above the top of this framing, so the slide
shows 10 outlines while the bullet says 12.
…and the MIRI parallel, ~6′ to the east
F770W: PAH emission, warm dust
□ observed — MIRI F770W mosaic of 2026-09-15, still growing
Built by colloquium_assets/make_cmz_treasury_layers.py, which is live in two ways and
should be re-run shortly before the talk: the mosaics come from the growing HiPS at
starformation.astro.ufl.edu/avm_images/jwst_gc_treasury_hips/ (NIRCam) and
.../jwst_gc_treasury_miri_hips/ (MIRI F770W parallel), and the footprint colors come
from the STScI visit status behind starformation.astro.ufl.edu/jwst-gc/monitor/.
As of 2026-09-12: 139 pointings, 12 observed (7 Executed, 3 Archived, 2 Collecting),
62 Scheduled, 64 Flight Ready, 1 Skipped (GC_136 -- i.e. delayed, it will be rescheduled).
Reduction lags the telescope: only 34% of the observed MIRI area has made it into
the mosaic so far, so the colored footprints run ahead of the picture.
Caveat worth knowing but probably not worth saying: program 10678 has no offsets table
yet, so these tiles sit on the raw assign_wcs frame with no measured tie to VIRAC2/Gaia.
Positions are good to roughly a JWST pointing, not to a pixel.
The survey runs east to west in descending visit number -- it opened at l = +0.70 and
works down through +0.58, +0.51, +0.45 -- so the panel fills in from its left edge.
Ten of the twelve observed pointings are the block visible at l = +0.64/+0.70; the other
two (GC_138, GC_139) sit at b = +0.58, just above the top of this framing, so the slide
shows 10 outlines while the bullet says 12.
We have had access to position-velocity for a long time, but we still argue about position
Dani Lipman, Robin Tress, Mattia Sormani, et al — inner-Galaxy simulation, gas color-tagged by its true 3D position: face-on (top left), as we see it on the sky (bottom left), and in l –v (right)
End on the thing itself: the CMZ with its third dimension restored
Everything in this talk — which cloud is forming stars, which is not, which ones have different ice — is measured in projection. This is what we get back when it is not
Cloud Tomography with Stellar Proper Motions
Stellar orbital motion is measurable w/JWST + Roman
Clouds block and redden stars behind and within
The measurable stellar density with Roman is enough to achieve ~10 pc resolution
Same live page as the next slide, just the face-on panel — no controls, nothing to click
Orange / teal is proper motion: the nuclear stellar disc rotates, so near-side and far-side stars move in opposite directions on the sky. ~5 mas/yr apart, against ~1 mas/yr scatter
The purple ellipse is a cloud; the stars behind it fade. Measure how much each star is dimmed and you locate the cloud along the line of sight
Next slide is the same model with the tomography diagnostics attached
Cloud location inversion: ~10 pc resolution along the line of sight
~104 stars → ~10 pc accuracy.
Observed density ~500 stars pc−2 at mK <19
gives ~10–20 pc
The GC is the laboratory where cosmologically common conditions are observed at planetary-system forming scales.
Why Roman: proper motions give us the third dimension
We see the CMZ in projection.
Orbital models disagree about what is in front of what —
and the gas kinematics alone cannot settle it.
Roman GO 19008 (Ginsburg+) — CMZ FUZ
Extinction rises with distance — except where clouds intervene
AV to each star is a running total along the line of sight
A cloud imprints a step in AV at its distance
Map enough stars and you can invert AV → d
Roman GO 19008 (Ginsburg+) — CMZ FUZ
Feasible in the first two seasons, with archival first epochs
Roman – HST (Paα): ~0.1 mas/yr, Δt ~ 19 yr
Roman – GALACTICNUCLEUS: ~0.3 mas/yr, Δt ~ 5–12 yr
Roman – VVV: ~0.5 mas/yr, Δt ~ 17 yr
Roman – JWST (GO 10678): ~0.5–1 mas/yr, Δt ~ 2–5 yr
Archival epochs give coarse (~50 pc) tomography immediately;
Roman-internal PMs reach the ~10 pc goal by season two
Roman GO 19008 (Ginsburg+) — CMZ FUZ
The method exists, and it works on mock data
The nuclear stellar disc rotates: near side toward positive longitude, far side toward negative — a
~5 mas/yr difference against ~1 mas/yr scatter. A proper motion therefore places a star on the near or
the far side, and its extinction measures the dust in front of it.
Proper motions + extinctions → a non-parametric 3D dust map, with no orbital model assumed.
~100 stars per 10×10 pc beam → 20 pc resolution; ≳1000 → 4–8 pc.
GALACTICNUCLEUS+HST already gives ~25 stars pc−2 , VIRAC2 ~50, JWST GO 10678 ~150 after one epoch and ~1500 after two.
This is the companion to the previous three slides: they make the case, this is the machinery, and it is on the arXiv as of two days ago
Big panel is their Fig. 7: a hydrodynamical-simulation CMZ (left) and what the method recovers from mock stars (right), on the longitude–line-of-sight plane. The ring, its near/far asymmetry and the individual clumps all come back
Inset is their Fig. 1: the rotation curve of the NSD in proper motion. Near side +2.5, far side −2.5 mas/yr — that split IS the distance information
The requirement is modest: ~1–10 stars pc−2 . Existing surveys already clear it; the paper names Roman GO 19008 among the programmes that will deliver it
Honest caveat: this is a proof of concept on mocks. Before real data they still need the nuclear stellar cluster and the bar added, velocity errors, and a real selection function
A hundred stars, a hundred orbits — how proper motions locate a cloud
▶ replay
EXPERIMENT — live page in an iframe, not a video. It restarts every time you enter the slide; the replay button re-runs it without leaving
This is the cartoon behind #roman-tomo-method: each dot is a star on an x2 orbit in the nuclear stellar disc, coloured by the velocity you would measure
Watch the middle-left panel: the (l, v) loop is what makes a star's position along the line of sight recoverable at all
Then the cloud goes in and sweeps front to back — the histogram and the A vs proper-motion panel are the actual tomography signal
If the iframe fails (opened from file://, or the asset missing) the panel is just dark: open the standalone page instead