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Texas Symposium, MelbourneDecember 14th 2006 Theoretical Properties of Ly  Cooling Radiation’ Mark Dijkstra (CfA) Collaborators: Z. Haiman, M.Spaans &

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Presentation on theme: "Texas Symposium, MelbourneDecember 14th 2006 Theoretical Properties of Ly  Cooling Radiation’ Mark Dijkstra (CfA) Collaborators: Z. Haiman, M.Spaans &"— Presentation transcript:

1 Texas Symposium, MelbourneDecember 14th 2006 Theoretical Properties of Ly  Cooling Radiation’ Mark Dijkstra (CfA) Collaborators: Z. Haiman, M.Spaans & A. Lidz

2 Texas Symposium, MelbourneDecember 14th 2006 ‘Theoretical Properties of Ly  Cooling Radiation’ Mark Dijkstra (CfA) Collaborators: Z. Haiman & M.Spaans. motivation

3 Texas Symposium, MelbourneDecember 14th 2006 ‘Theoretical Properties of Ly  Cooling Radiation’ Mark Dijkstra (CfA) Collaborators: Z. Haiman, M.Spaans & Lidz Outline of talk Gas cooling & Ly  emission Observable properties of Ly  cooling emission (DHS 06a,b) Observable properties of continuum cooling radiation (D, submitted to MNRAS)

4 Texas Symposium, MelbourneDecember 14th 2006 Gas cooling Primordial Cooling curve T < 6.e4 K: H cooling dominates Thoul & Weinberg ‘95

5 Texas Symposium, MelbourneDecember 14th 2006 The Impact of Cooling on Gas Collapse Adiabatic collapse: Gas shell virializes at r=r max /2 And heated to virial T of halo Turn on cooling mechanism t cool <<t dyn Gas cools to 1e4 K rapidly Thoul & Weinberg ‘95

6 Texas Symposium, MelbourneDecember 14th 2006 The Impact of Cooling on Gas Collapse. Gas collapses at T=1e4 K (no virial shock, for M<M crit ) Cooling @ T=1.e4 K is dominated by collisional excitation of H –Collisions to 2p and 2s states of H –2p  1s: Ly  cooling –2s  1s: 2-  emission Thoul & Weinberg ‘95

7 Texas Symposium, MelbourneDecember 14th 2006 Gas cooling. Gas cooling is dominated by Ly  emission Spatially extends up to ~100 kpc. Luminosities in the range L=1e42- 1e44 erg/s ( Haiman et al ‘00, Fardal et al ‘01, Yang et al ‘06) Yang et al ‘06

8 Texas Symposium, MelbourneDecember 14th 2006 Lyman Alpha ‘Blobs’ Steidel et al. (2000) Observed Spatially extended Ly  emission up to ~ 100 kpc. Several tens have been discovered at z=3-5. (e.g. Matsuda et al, 2004; Saito et al, 2006/2007) Luminosities ~ 1e42-1e44 erg/s Powered by cooling radiation? Alternatives: –Obscured starburst/AGN –Shock heating by superwinds. –Fluoresence (next talk)

9 Texas Symposium, MelbourneDecember 14th 2006 Ly  Cooling Radiation: Properties Observational signatures of cooling radiation? Cooling clouds are optically thick to Ly  -> radiative transfer (RT). Well studied problem (> 60 years) HARD

10 Texas Symposium, MelbourneDecember 14th 2006 Ly  Transfer A simple problem: a Ly  source inside a uniform static neutral H cloud. Calculate emerging spectrum Harrington ‘73, Neufeld ‘90, DHS06a Generally no analytic solution can be found: –Monte-Carlo.

11 Texas Symposium, MelbourneDecember 14th 2006 Ly  Transfer Calculate Ly  transfer through series of models representing cooling clouds Goal: To extract basic properties of Ly  cooling radiation Use Monte-Carlo: follow individual photons through the collapsing cloud. The code is reliable.

12 Texas Symposium, MelbourneDecember 14th 2006 Ly  Transfer Cute: deuterium N_H=2e19 (static)

13 Texas Symposium, MelbourneDecember 14th 2006 Ly  Cooling Radiation: Properties Frequency-> Data: Smith & Jarvis, 2007 Radius Surface brightness Use Monte-Carlo method to calculate emerging Ly  spectrum+surface brightness profiles. Result 1: Radiative Transfer of Ly  through collapsing (optically thick) gas results in a blueshift of the line. The opposite is true for outflows. Frequency off-set of Ly  -line constrains gas motion.

14 Texas Symposium, MelbourneDecember 14th 2006 Ly  Cooling Radiation: Properties What if one can’t tell whether there is an off-set? Ly  cooling radiation has frequency dependent surface brightness profile: Red: reddest 15% of Ly  Blue: bluest 15% of Lya

15 Texas Symposium, MelbourneDecember 14th 2006 Ly  Cooling Radiation: Properties Why a frequency dependent surface brightness profile?

16 Texas Symposium, MelbourneDecember 14th 2006 Ly  Cooling Radiation: Properties Caution: Spectra shown are affected by IGM. The impact of the IGM is non-trivial ( e.g. Santos ‘04; D, Wyithe & Lidz ‘07 )

17 Texas Symposium, MelbourneDecember 14th 2006 Ly  Cooling Radiation: Properties Has cooling radiation from cold accretion been seen? –Perhaps (e.g. talk by M.Rauch) –Saito et al’07 find asymmetric Ly  profiles with enhanced blue emission.

18 Texas Symposium, MelbourneDecember 14th 2006 Ly  Cooling Radiation: Properties Cooling radiation seen? Wilman et al ‘05

19 Texas Symposium, MelbourneDecember 14th 2006 Cooling Radiation: Properties Part II (=short)

20 Texas Symposium, MelbourneDecember 14th 2006 2-  Cooling Radiation: Properties 1 collisional excitation 1s  2p is accompanied by 0.6 excitations 1s  2s 2s  1s+  + , 2 photons have combined energy of 10.2 eV. Results in continuum emission redward of Ly-a. The spectrum of this emission has been calculated by Spitzer & Greenstein (‘51)

21 Texas Symposium, MelbourneDecember 14th 2006 2-  Cooling Radiation: Properties How weak is continuum? Prominence of Ly  line relative to continuum is quantified by the equivalent width (EW) EW=1000-1500 Å Emitted restframe EW However IGM opaque to Ly  ; Observed restframe EW EW< 200 Å

22 Texas Symposium, MelbourneDecember 14th 2006 2-  Cooling Radiation: Properties Shape of continuum can also ‘betray’ cooling Cooling powered or resonant scattering or recombination emission?

23 Texas Symposium, MelbourneDecember 14th 2006 ‘Theoretical Properties of Ly-a Cooling Radiation’ Mark Dijkstra (CfA) Collaborators: Z. Haiman & M.Spaans Summary Gas cooling is accompanied by copious Ly  emission (especially the ‘cold’ mode). Observational signposts of this emission are: –Intrinsic blueshift of line –Steepening of surface brightness towards bluer Ly  wavelength –Faint continuum redward of Ly  with weird spectrum. –Caution: Absence does not immediately rule out cooling radiation. Currently, no convincing observational evidence exists, but d/dt(almost convincing) > 0.


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