Thermal and Fragmentation Properties of Star-forming Clouds in Low-Metallicity Environments
By K. Omukai, T. Tsuribe, R. Schneider, A. Ferrara. 2005
374 citations recorded by the source corpus.
The thermal and chemical evolution of star-forming clouds is studied for different gas metallicities, Z, using the model of Omukai, updated to include deuterium chemistry and the effects of cosmic microwave background (CMB) radiation. HD-line cooling dominates the thermal balance of clouds when Z ~ 10-5 to 10-3 Z☉ and density ≈105 cm-3. Early on, CMB radiation prevents the gas temperature from falling below TCMB, although this hardly alters the cloud thermal evolution in low-metallicity gas. From the derived temperature evolution, we assess cloud/core fragmentation as a function of metallicity from linear perturbation theory, which requires that the core elongation ℰ ≡ (b - a)/a > ℰNL ~ 1, where a (b) is the short (long) core axis length. The fragment mass is given by the thermal Jeans mass at ℰ = ℰNL. Given these assumptions and the initial (Gaussian) distribution of ℰ, we compute the fragment mass distribution as a function of metallicity. We find that (1) for Z = 0, all fragments are very massive, ≲103 M☉, consistent with previous studies; (2) for Z > 10-6 Z☉ a few clumps go through an additional high-density (≳1010 cm-3) fragmentation phase driven by dust cooling, leading to low-mass fragments; (3) the mass fraction in low-mass fragments is initially very small, but at Z ~ 10-5 Z☉ it becomes dominant and continues to grow as Z is increased; (4) as a result of the two fragmentation modes, a bimodal mass distribution emerges in 0.01 < Z/Z☉ < 0.1; and (5) for ≳0.1 Z☉, the two peaks merge into a single-peaked mass function, which might be regarded as the precursor of the ordinary Salpeter-like initial mass function.
Subfields: Astronomy and Astrophysics
View Paper: https://www.semanticscholar.org/paper/6a8dc15933d3d75146b39763581b2ee1784be0c7
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Astronomy and Astrophysics
- P. Hopkins
- S. Glover
- Ralf Klessen
- L. Hernquist
- Christoph Federrath
- Tom Abel
- Volker Bromm
- John H. Wise
Citations in the corpus
- THE STAR FORMATION RATE OF TURBULENT MAGNETIZED CLOUDS: COMPARING THEORY, SIMULATIONS, AND OBSERVATIONS (2012, background): “This is a reasonable approximation for dense, molecular gas of solar metallicity, over a wide range of densities (Wolfire et al. 1995; Omukai et al. 2005; Pavlovski et al. 2006; Glover & Mac Low 2007a,b; Glover et al. 2010; Hill et al. 2011; Hennemann et al. 2012).”
- THE GENERATION OF STRONG MAGNETIC FIELDS DURING THE FORMATION OF THE FIRST STARS (2010, methodology): “Consistent with previous works of Omukai et al. (2005) and Glover & Savin (2009), which follow the thermodynamics during the collapse, we adopt an effective equation of state with Γ = d logT/d log ρ + 1 = 1.1 for number densities in the range n = 105 − 1010 cm−3.”
- GRACKLE: a chemistry and cooling library for astrophysics (2016, methodology): “The evolve_freefall function closely follows the one-zone freefall collapse model introduced by Omukai (2000) and modified by Omukai et al. (2005) to include the effects of thermal pressure support.”
- The Formation of the First Stars. II. Radiative Feedback Processes and Implications for the Initial Mass Function (2007, background): “…is uncertain, with estimates ranging from 10 6 Z if the cooling is dominated by small dust grains that contain a significant fraction of the metals (Omukai et al. 2005) to 10 3.5 Z if the cooling is dominated by the finestructure lines of C and O and there is negligible H2 (Bromm & Loeb 2003); if…”
- Inefficient star formation through turbulence, magnetic fields and feedback (2015, background): “…including turbulence have a velocity dispersion σv = 1kms −1 and an rms Mach number of M = 5, given the sound speed cs = 0.2 kms −1, appropriate for molecular gas with temperature T = 10K over the wide range of densities that lead to dense core and eventually star formation (Omukai et al. 2005).”
- Fragmentation of star-forming clouds enriched with the first dust (2006, methodology): “Following Omukai et al. (2005), H2 collisional transition rates and HD parameters are taken from Galli & Palla (1998).”
- A NEW JEANS RESOLUTION CRITERION FOR (M)HD SIMULATIONS OF SELF-GRAVITATING GAS: APPLICATION TO MAGNETIC FIELD AMPLIFICATION BY GRAVITY-DRIVEN TURBULENCE (2011, methodology): “Consistent with previous works of Omukai et al. (2005) and Glover & Savin (2009), we adopt an effective equation of state with Γ = 1.1 for number densities in the range n = 105–1010 cm−3.”
- ENZO: AN ADAPTIVE MESH REFINEMENT CODE FOR ASTROPHYSICS (2013, methodology): “For the value of f in this test problem, we use the piecewise function of Omukai et al. (2005), given by f =”
- A Comprehensive Study of Galaxies at z ∼ 9–16 Found in the Early JWST Data: Ultraviolet Luminosity Functions and Cosmic Star Formation History at the Pre-reionization Epoch (2022, background): “Indeed in the early universe, the IMF is expected to be more top-heavy because of a lower metallicity or a higher CMB temperature (e.g., Omukai et al. 2005; Chon et al. 2022), resulting in a higher Jeans mass, especially for Population III stellar populations (e.g., Hirano et al. 2014, 2015).”
- Population III stars: hidden or disappeared? (2007, background): “Within the critical metallicity range, low-mass gas clouds can form if a sufficient amount of metals are depleted onto dust grains, which provide an additional efficient cooling channel at high density (Schneider et al. 2003; 2006a; Omukai et al. 2005; Omukai & Tsuribe 2006).”
- The evolution of the dust and gas content in galaxies (2013, background): “…are available in electronic form at http://www.aanda.org the shape of the initial mass function (IMF), through favouring the formation of low-mass stars by fostering cloud fragmentation in low-metallicity environments and inhibiting the formation of massive stars (Omukai et al. 2005).”
- Chemical Evolution in Hierarchical Models of Cosmic Structure. I. Constraints on the Early Stellar Initial Mass Function (2005, background): “…efforts have identified the gas metallicity as the critical factor influencing the cooling, collapse, and fragmentation properties of low- or zero-metallicity gas (Bromm et al. 2002; Omukai et al. 2005), it is sensible to speak of a single probability distribution for zero-metallicity gas.”
- The First Billion Years project: the escape fraction of ionizing photons in the epoch of reionization (2015, background): “With the increase of the metallicity of the star-forming gas, the IMF switches rapidly from the top-heavy Pop III IMF to a much more bottom-heavy IMF, characteristic of present-day star formation (Bromm et al. 2001; Schneider et al. 2003; Omukai et al. 2005; Dopcke et al. 2013).”
- Stellar sources of dust in the high-redshift Universe (2009, background): “Thus, variations of the stellar characteristic mass over cosmic history due to the smaller gas metallicity and/or to the larger cosmic microwave background temperature (see, e.g., Omukai et al. 2005) might significantly affect the origin and properties of dust in the high redshift Universe.”
- The First Stellar Cluster (2007, methodology): “On the other hand, if the collapse is faster than Omukai et al. (2005) assume or if the gas opacity is greater, then 8 more heating would occur.”