In this work, we recall the generalized exponential function in the fractional-order domain which enables defining generalized cosine and sine functions. We then re-visit some important trigonometric identities and generalize them from the narrow integer-order subset to the more general fractional-order domain. Generalized hyperbolic function relations are also given. © 2011 IEEE.
Banana ripening and corresponding variations in bio-impedance and glucose levels
Bio-impedance measurement has been used as an indicator for specific physical and chemical changes in food products, fruits and vegetables, cancer detection and other applications
Aging effect on apples bio-impedance using AD5933
In this paper, the effect of the fruits aging on bio-impedance is experimentally studied
Generalized synchronization involving a linear combination of fractional-order chaotic systems
In this paper, a generalized scheme for synchronizing a fractional order chaotic system with another one or with a linear combination of two other fractional order chaotic systems is presented
Switched active control synchronization of three fractional order chaotic systems
This paper discusses the continuous effect of fractional order parameter on two chaotic systems
Analysis and Design of Fractional-order Low-pass Filter with Three Elements of Independent Orders
This paper studies a new fractional-order form for the active low-pass filter
Fractional-order Nonminimum-phase Filter Design
This paper introduces the design procedure of the fractional-order Soliman Nonminimum-phase filter
Fractional-order DISPR model for the AIDS epidemiological dynamics
Modeling epidemiological dynamics of AIDS infection is an indispensable method to track the spread of such fatal disease
Fractional-Order Relaxation Oscillators Based on Op-Amp and OTRA
This paper introduces closed formulas of two topologies of fractional-order relaxation oscillators
Design of fopid controller for a dc motor using approximation techniques
This paper introduces a study of fractional-order PID (FOPID) controller applied to a DC motor