Fractional order control strategies for power electronic buck converters

By Antonio José Calderón, Blas M. Vinagre, V. F. Batlle. Signal Processing, 2006

323 citations recorded by the source corpus.

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

Fractional calculus: A mathematical tool from the past for present engineers [Past and present] (2007, methodology): “In [13] both linear and sliding-mode control have been applied to power dc/dc buck converters by means of fractional-order controllers.”
Application of Fractional Calculus Theory to Robust Controller Design for Wind Turbine Generators (2014, background): “[2] present and discussed various fractional order control strategies including fractional sliding mode scheme for control of power electronic converters.”
Fractional order sliding mode control with reaching law approach (2010, background): “In [14], the classical integer order reaching condition is checked when the switching function is formed by the output of a fractional order PID module.”
Control of an uncertain fractional-order Liu system via fuzzy fractional-order sliding mode control (2012, methodology): “Hence, choosing a fractional-order surface will yield fractional-order sliding dynamics which result in more robustness (Calderon et al., 2006; Hosseinnia and Vinagre 2010; Pisano et al., 2010).”
A fractional adaptation law for sliding mode control (2008, background): “[11] describes the switching function by a fractional order PID controller and variants of it.”