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This presentation by Peter Laursen, under the guidance of supervisors Jesper Sommer-Larsen and Johan Fynbo, explores Lyman-alpha (Lyα) resonant scattering phenomena in young galaxies, focusing on their formation and evolution. The talk delves into the physical background, motivation for the study, and the numerical models developed to simulate and analyze these processes. Results indicate that resonant scattering plays a significant role in the visibility of young galaxies, providing insights into their structure and behavior in the cosmological context.
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Lyman a Resonant Scattering in Young Galaxies Master Colloquium --- Peter Laursen Supervisors: Jesper Sommer-Larsen & Johan Fynbo www.dark-cosmology.dk DARK Cosmology Centre| Niels Bohr Institutet | Københavns Universitet
Overview • The title • Motivation • Physical background • Constructing the code • Results • Outlook
Galaxies Lya Resonant Scattering in YoungGalaxies
The cosmological redshift Lya Resonant Scattering inYoungGalaxies
400 kyr 1100 13.5 Gpc CMB • ~½-1 Gyr ~5-10 8-10 Gpc Galaxy formation • ~2 Gyr ~3-4 6-7 Gpc “Young galaxies” • 13.7 Gyr 0 0 Now The cosmological redshift • tzd Event • 0 14 Gpc Big Bang lobs = (1 + z) lem Lya Resonant Scattering inYoungGalaxies
Lyman a ELya = 10.2 eV l0 = 1216 Å n0 = 2.466 X1015 s-1 LyaResonant Scattering inYoungGalaxies
Lyman a ELya = 0.0000000000000000000004 kcal l0 = 0.00001216 cm n0 = 2.466 million GHz LyaResonant Scattering inYoungGalaxies
Creation of Lya • Cooling radiation (~10%) • Stellar sources (~90%) • Metagalactic field (~1%) • • Young galaxies should be • visible (Partridge & Peebles, 1967) LyaResonant Scattering inYoungGalaxies
Lyman-break galaxies LyaResonant Scattering inYoungGalaxies
Scattering LyaResonantScatteringinYoungGalaxies
Resonant scattering LyaResonantScatteringinYoungGalaxies
Resonant scattering LyaResonantScatteringinYoungGalaxies
Analytical models • Osterbrock (1962) • Harrington (1973) • Neufeld (1990)
Analytical models • Dijkstra (2006)
Emergent spectrum • Neufeld (1990)
Emergent spectrum • Venemans et al. (2005)
Gaussian • Voigt Diffusion in frequency • Lorentzian
Diffusion in space • Optical depth: t= r nHIsn • Optical depth: t = r nHIsn • Optical depth: t = r nHIsn • Optical depth: t = r nHIsn
Motivation • Surface brightness map • Surface brightness profile • Fynbo et al. (2003)
Determinen • ^ • Escape! Numerical models • Emit photon • • Determine t • • Determine uatom •
Numerical models • “It would seem that large digital • computers could be applied very • profitably to this problem” • Osterbrock (1962)
Cosmological simulation • - The Movie • Sommer-Larsen et al. (2003); Sommer-Larsen (2006)
Monte Carlo code • L, T, nHI,vbulk
Summary • Yes – resonant scattering can explain the • appearance of young galaxies • The code as a theoretical probe • Temperature • Velocity field • Column density • Clumpiness of the gas
Outlook • Numerical improvements • Dust • RT of ionizing UV radiation • Lya galaxies at z = 8.8