This paper presents a comparative analysis of two Tustin-based discretization schemes for fractional-order derivative. The first one is based on a continuous fractional expansion (CFE) and the second one is an approximation based on the Tustin-Muir recursive formula.
This paper presents a new concept of modeling of fractional-order nonlinear systems using a block-oriented Wiener model. The Wiener model uses two block covering a linear dynamics and a static nonlinearity. The dynamic model is described by fractional-order Orthonormal Basis Functions and the static nonlinearity by an artificial neural network.
This paper presents frequency domain characteristics of selected fractional-order dynamic systems. There is considered first-order system with various values of a fractional order. A frequency response analysis covers the Bode and Nyquist plots.
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