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Not So Round: VLA Observations of the Starless Dark Matter Halo Candidate Cloud-9
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abstract
Observations with FAST recently detected HI 21-cm emission near M94, revealing an intriguing object, Cloud-9, without an optical counterpart. Subsequent analysis suggests Cloud-9 is consistent with a gas-rich ($M_{\rm HI} \approx 10^{6} \ M_{\odot}$), starless dark matter (DM) halo of mass $M_{200} \approx 5 \times 10^{9} \ M_{\odot}$. Using VLA in D-array configuration, we present interferometric observations of Cloud-9 revealing it as a dynamically cold ($W_{50} \approx 12 \rm \ km \ s^{-1}$), non-rotating, and spatially-asymmetric system, exhibiting gas compression on one side and a tail-like structure towards the other, features likely originating from ram pressure. Our observations suggest Cloud-9 is consistent with a starless $\Lambda$CDM dark matter halo if the gas is largely isothermal. If interpreted as a faint dwarf, Cloud-9 is similar to Leo T, a nearby gas-rich galaxy that would fall below current optical detection limits at Cloud-9's distance ($d\approx 5 \rm \ Mpc$). Further observations with HST reaching magnitudes $m_{g} \approx 30$ would help identify such a galaxy or dramatically lower current limits to its stellar mass ($M_{\rm gal} \lesssim 10^{5} \ M_{\odot}$). Cloud-9 thus stands as the firmest starless DM halo candidate to date or the faintest galaxy known at its distance.
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Cited by 3 Pith papers
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The FAST All Sky HI Survey DR2: the FASHI Catalog and the HI Mass Function
FASHI DR2 delivers a catalog of 156411 HI sources and fits a Schechter HIMF with log M* = 9.89, alpha = -1.31, phi* = 6.38e-3, plus Omega_HI = 4.71e-4.
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The FAST All Sky HI Survey DR2: the FASHI Catalog and the HI Mass Function
FASHI DR2 releases 156411 HI sources and a single-Schechter HIMF (log M*=9.89, α=-1.31) yielding Ω_HI=(4.71±0.03_stat±0.40_sys)×10^{-4} h70^{-1}.
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The FAST All Sky HI Survey DR2: the FASHI Catalog and the HI Mass Function
FASHI DR2 delivers a 156k-source HI catalog and a single-Schechter HIMF (α≈−1.31, log M*≈9.89) with Ω_HI=(4.71±0.03_stat±0.40_sys)×10^{-4} h_70^{-1}.
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