Two-dimensional fluctuating flow and heat transfer to a relativistic radiating gas

Statistics – Computation

Scientific paper

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Flat Plates, Neutrinos, Radiative Heat Transfer, Relativistic Plasmas, Thermal Radiation, Two Dimensional Flow, Boundary Value Problems, Computational Fluid Dynamics, Mathematical Models, Perturbation Theory, Temperature Distribution

Scientific paper

The two-dimensional ideal flow of a neutrino gas past a vertical hot flat plate subjected to temperature fluctuation, is analyzed within the framework of the continuum theory. If the difference between the wall temperature and the free-stream temperature is small, the first-order perturbed set of equations is reduced to a set of well-posed coupled linear boundary value problems for the temperature and the transverse velocity. The axial velocity and number density may then be determined.

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