  In this paper, a method for the digital simulation of wind velocity fields by
Fractional Spectral Moment function is proposed. It is shown that by
constructing a digital filter whose coefficients are the fractional spectral
moments, it is possible to simulate samples of the target process as
superposition of Riesz fractional derivatives of a Gaussian white noise
processes. The key of this simulation technique is the generalized Taylor
expansion proposed by the authors. The method is extended to multivariate
processes and practical issues on the implementation of the method are
reported.
