On the density regime probed by HCN emission

Abstract

HCN J = \, =\,1β€‰βˆ’β€‰\, -\,0 emission is commonly used as a dense gas tracer, thought to mainly arise from gas with densities $\mathrm{\sim 10^4\ -\ 10^5\ cm^{-3}}.Thishasmadeitapopulartracerinstarformationstudies.However,thereisincreasingevidencefromobservationalsurveysofβ€˜resolvedβ€²molecularcloudsthatHCNcantracemorediffusegas.WeinvestigatetherelationshipbetweengasdensityandHCNemissionthroughpostβˆ’processingofhighresolutionmagnetohydrodynamicalsimulationsofcloudβˆ’cloudcollisions.WefindthatHCNemissiontracesgaswithameanvolumetricdensityof. This has made it a popular tracer in star formation studies. However, there is increasing evidence from observational surveys of `resolved' molecular clouds that HCN can trace more diffuse gas. We investigate the relationship between gas density and HCN emission through post-processing of high resolution magnetohydrodynamical simulations of cloud-cloud collisions. We find that HCN emission traces gas with a mean volumetric density of \mathrm{\sim 3 \times 10^3\ cm^{-3}}andamedianvisualextinctionof and a median visual extinction of \mathrm{\sim 5\ mag}.Wethereforepredictacharacteristicdensitythatisanorderofmagnitudelessthanthe"standard"characteristicdensityof. We therefore predict a characteristic density that is an order of magnitude less than the "standard" characteristic density of \mathrm{n \sim 3 \times 10^4\ cm^{-3}}.Indeed,wefindinsomecasesthatthereisclearHCNemissionfromthecloudeventhoughthereisnogasdenserthanthisstandardcriticaldensity.Wederiveluminosityβˆ’toβˆ’massconversionfactorsfortheamountofgasat. Indeed, we find in some cases that there is clear HCN emission from the cloud even though there is no gas denser than this standard critical density. We derive luminosity-to-mass conversion factors for the amount of gas at A_{\rm V} > 8oratdensities or at densities n > 2.85 \times 10^{3} \: {\rm cm^{-3}}or or n > 3 \times 10^{4} \: {\rm cm^{-3}},findingvaluesof, finding values of \alpha_{\rm HCN} = 6.79, 8.62and and 27.98 \: {\rm M_{\odot}} ({\rm K \, km \, s^{-1} \, pc^{2}})$, respectively. In some cases, the luminosity to mass conversion factor predicted mass in regions where in actuality there contains no mass

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