Develops and analytically verifies a convergent discretization for stochastic Fourier integrals modeling inhomogeneous turbulence, with simulations showing parameter effects, ergodicity, and local Kolmogorov scaling.
Synthetic Turbulence Generators for RANS-LES Interfaces in Zonal Simulations of Aerodynamic and Aeroa- coustic Problems
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Random field reconstruction of inhomogeneous turbulence. Part II: Numerical approximation and simulation
Develops and analytically verifies a convergent discretization for stochastic Fourier integrals modeling inhomogeneous turbulence, with simulations showing parameter effects, ergodicity, and local Kolmogorov scaling.