4.7 Article

Radiative mixing layers: insights from turbulent combustion

Journal

MONTHLY NOTICES OF THE ROYAL ASTRONOMICAL SOCIETY
Volume 502, Issue 3, Pages 3179-3199

Publisher

OXFORD UNIV PRESS
DOI: 10.1093/mnras/stab053

Keywords

hydrodynamics; instabilities; turbulence; galaxies: clusters: general; galaxies: evolution; galaxies: haloes

Funding

  1. NASA [NNX17AK58G, 19ATP19-0205]
  2. HST theory grants [HST-AR-15039.003-A, HST-AR15797.001-A]
  3. XSEDE [TG-AST180036]
  4. NASA Hubble Fellowship [HST-HF2-51409]

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Radiative mixing layers arise from the presence of multiphase gas, shear, and radiative cooling. Thermal advection from the hot phase balances radiative cooling in steady state, but many features remain puzzling, such as the characteristic velocity and scaling of hot gas heat flux. By exploiting parallels with turbulent combustion, a deeper physical understanding of radiative fronts can be achieved, shedding light on the structure and survival of cold gas in various scenarios.
Radiative mixing layers arise wherever multiphase gas, shear, and radiative cooling are present. Simulations show that in steady state, thermal advection from the hot phase balances radiative cooling. However, many features are puzzling. For instance, hot gas entrainment appears to be numerically converged despite the scale-free, fractal structure of such fronts being unresolved. Additionally, the hot gas heat flux has a characteristic velocity v(in) approximate to c(s, cold)(t(cool)/t(sc, cold))(-1/4) whose strength and scaling are not intuitive. We revisit these issues in 1D and 3D hydrodynamic simulations. We find that over-cooling only happens if numerical diffusion dominates thermal transport; convergence is still possible even when the Field length is unresolved. A deeper physical understanding of radiative fronts can be obtained by exploiting parallels between mixing layers and turbulent combustion, which has well-developed theory and abundant experimental data. A key parameter is the Damkohler number Da = tau(turb)/t(cool), the ratio of the outer eddy turnover time to the cooling time. Once Da > 1, the front fragments into a multiphase medium. Just as for scalar mixing, the eddy turnover time sets the mixing rate, independent of small scale diffusion. For this reason, thermal conduction often has limited impact. We show that v(in) and the effective emissivity can be understood in detail by adapting combustion theory scalings. Mean density and temperature profiles can also be reproduced remarkably well by mixing length theory. These results have implications for the structure and survival of cold gas in many settings, and resolution requirements for large scale galaxy simulations.

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