An efficient algorithm for low-order direct discrete-time implementation of fractional order transfer functions
Fractional order systems become increasingly popular due to their versatility in modelling
and control applications across various disciplines. However, the bottleneck in deploying …
and control applications across various disciplines. However, the bottleneck in deploying …
Implementation of fractional order filters discretized by modified fractional order darwinian particle swarm optimization
Digital systems are placed at the core of information technology and they are used
extensively in electronics. The digital filter realization has become a central topic of signal …
extensively in electronics. The digital filter realization has become a central topic of signal …
Design of minimum multiplier fractional order differentiator based on lattice wave digital filter
In this paper, a novel design of fractional order differentiator (FOD) based on lattice wave
digital filter (LWDF) is proposed which requires minimum number of multiplier for its …
digital filter (LWDF) is proposed which requires minimum number of multiplier for its …
[HTML][HTML] Efficient design of discrete fractional-order differentiators using Nelder–Mead simplex algorithm
Applications of fractional-order operators are growing rapidly in various branches of science
and engineering as fractional-order calculus realistically represents the complex real-world …
and engineering as fractional-order calculus realistically represents the complex real-world …
Efficient design of wideband digital fractional order differentiators and integrators using multi-verse optimizer
In this paper, a novel method is proposed based on combining L 1-norm optimally criterion
with a recently-proposed metaheuristic called multi-verse optimizer (MVO) to design 2nd …
with a recently-proposed metaheuristic called multi-verse optimizer (MVO) to design 2nd …
Optimal design of wideband fractional order digital integrator using symbiotic organisms search algorithm
Optimal design of digital rational approximations with α‐dependant coefficients to model the
fractional order integrator of any arbitrary order α, where α ε (0, 1), is presented in this work …
fractional order integrator of any arbitrary order α, where α ε (0, 1), is presented in this work …
Time delay handling in dominant pole placement with PID controllers to obtain stability regions using random sampling
This paper proposes a new formulation of proportional–integral–derivative (PID) controller
design using the dominant pole placement method for handling second-order-plus-time …
design using the dominant pole placement method for handling second-order-plus-time …
Approximations of higher-order fractional differentiators and integrators using indirect discretization
This paper describes new approximations of fractional order integrators (FOIs) and fractional
order differentiators (FODs) by using a continued fraction expansion-based indirect …
order differentiators (FODs) by using a continued fraction expansion-based indirect …
Revisiting oustaloup's recursive filter for analog realization of fractional order differintegrators
Rational approximation of fractional order (FO) elements is becoming increasing important
in fractional order control design and signal processing. Among the available continuous …
in fractional order control design and signal processing. Among the available continuous …
Fractional Order Differentiators Design Using Honey Badger Optimization Algorithm Based s to z Transform
K Rajasekhar - Wireless Personal Communications, 2024 - Springer
This paper's main objective is to create a digital fractional order differentiator (DFOD) that is
precise, wideband, and stable. First, the Honey Badger algorithm (HBA) has been used to …
precise, wideband, and stable. First, the Honey Badger algorithm (HBA) has been used to …