Symmetric Interior Penalty DG Methods for the CompressibleNavier-Stokes Equations I: Method Formulation

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Explicit Discontinuous Galerkin methods for unsteady problems (2012, background): “The extension to problems of viscous gas dynamics was initiated in [1, 3] and this again has led to several related formulations [24, 31, 21] for the compressible Navier-Stokes equations.”
Adaptive discontinuous Galerkin methods with shock‐capturing for the compressible Navier–Stokes equations (2006, methodology): “Instead, a suitable approximation to Nu[w](·; ·) must be determined, see Section 5 [8, 20].”
Anisotropic mesh refinement for discontinuous Galerkin methods in two‐dimensional aerodynamic flow simulations (2008, methodology): “where the boundary function u (u) is given according to the type of boundary condition imposed, see [15] for more detail in the case of sub- or supersonic in- and outflow boundaries as well as adiabatic or isothermal wall boundaries.”
deal.II—A general-purpose object-oriented finite element library (2007, background): “[Hartmann and Houston 2006a], Figure 6 shows a subsonic viscous compressible flow with separation (taken from [Hartmann and Houston 2006b]).”