On the suitability of the immersed boundary method for the simulation of high Reynolds number separated turbulent flows
Abstract Delayed detached eddy simulation based on the Spalart Allmaras turbulence model is applied in conjunction with the immersed boundary method to high Reynolds number turbulent flows in complex geometries. A fourth order, finite difference solver capable of discretely preserving the total kinetic energy in the limit of inviscid flow is adopted to solve the compressible Navier Stokes equations and model consistent, adaptive wall functions are employed to provide proper numerical boundary conditions at the fluid/solid interface. Numerical tests, performed for several configurations involving massively separated flows, demonstrate that computations at high Reynolds number typically occurring in flows of industrial relevance can be successfully carried out using the immersed boundary strategy, providing predictions whose accuracy is comparable to that of standard, body fitted, structured and unstructured flow solvers.