Develops and analytically verifies a convergent discretization for stochastic Fourier integrals modeling inhomogeneous turbulence, with simulations showing parameter effects, ergodicity, and local Kolmogorov scaling.
Numerical methods and mathematical aspects for simulation of homogeneous and non homogeneous gaussian vector fields
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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.