Two general purpose Reynolds Averaged Navier-Stokes (RANS) flow solvers, OVERFLOW and BCFD, are used to analyze the NASA Common Research Model (CRM) in a wing-body configuration. The codes are run on structured and unstructured common grid families built specifically for the 5 th AIAA CFD Drag Prediction Workshop (DPW-5) allowing for meaningful comparison of data. There are six grid sizes in the family ranging from a 0.6 million cell "Tiny" mesh up to a 138 million cell "Super-Fine" mesh. Results from a grid convergence study are evaluated for each solver and grid type with focus on isolating individual effects of turbulence model and differencing scheme on computed forces, moments and wing pressures. A "Medium" mesh consisting of 5.1 million cells is used to run the wing-body configuration through an angle-of-attack sweep as part of a buffet onset study. The solutions are used to better understand variations in high speed wing separation prediction driven by the strengthening shock and by corner flow physics at the wing-body juncture. Numerical simulation of side-of-body separation continues to be a challenge for RANS methods where solutions are sensitive to grid density and turbulence model, amongst other variables. However, a newly developed quadratic constitutive relation (QCR) is employed with favorable results. Two additional studies are conducted to: a) investigate how well common grid solutions compare with those on a grid built using best practices for a given flow solver, and b) quantify the effects of transition and wing twist to provide additional corrections needed for comparisons of CFD results with experimental data. Nomenclature AR = wing aspect ratio, b 2 /S r e f count = drag coefficient unit, 0.0001 b = wing span DPW = drag prediction workshop CFD = computational fluid dynamics N = number of grid points C D = drag coefficient, Drag/(q S ref ) RANS = Reynolds-averaged Navier-Stokes C L = lift coefficient, Lift/(q S ref ) S ref = wing reference area C M = pitching moment coefficient, Moment/(q S ref c ref ) X = x-coordinate location, streamwise C P = pressure coefficient, (P-P )/q Y = y-coordinate location, spanwise c ref = wing reference chord = angle-of-attack c = chord = wing semi-span location, Y/(b/2)