Design and control of magnetic levitation system by optimizing fractional order PID controller using ant colony optimization algorithm
A Mughees, SA Mohsin - IEEE Access, 2020 - ieeexplore.ieee.org
MAGnetic LEVitation (Maglev) is a multi-variable, non-linear and unstable system that is
used to levitate a ferromagnetic object in free space. This paper presents the stability control …
used to levitate a ferromagnetic object in free space. This paper presents the stability control …
Quasi-sliding mode control with orthogonal endocrine neural network-based estimator applied in anti-lock braking system
This paper presents a new control method for nonlinear discrete-time systems, described by
an input-output model which is based on a combination of quasi-sliding mode and neural …
an input-output model which is based on a combination of quasi-sliding mode and neural …
Adaptive PID control based on orthogonal endocrine neural networks
A new intelligent hybrid structure used for online tuning of a PID controller is proposed in this
paper. The structure is based on two adaptive neural networks, both with built-in Chebyshev …
paper. The structure is based on two adaptive neural networks, both with built-in Chebyshev …
Designing optimal models of nonlinear MIMO systems based on orthogonal polynomial neural networks
This paper presents a new method for modelling of dynamic systems by using specially
designed orthogonal polynomial neural networks. These networks utilize the feature that the …
designed orthogonal polynomial neural networks. These networks utilize the feature that the …
Generalized quasi-orthogonal functional networks applied in parameter sensitivity analysis of complex dynamical systems
This paper presents one possible application of generalized quasi-orthogonal functional
networks in the sensitivity analysis of complex dynamical systems. First, a new type of first …
networks in the sensitivity analysis of complex dynamical systems. First, a new type of first …
Neural network based on orthogonal polynomials applied in magnetic levitation system control
This paper presents a new approach for improving performances of magnetic levitation
system. Controlled parameter is the amplitude which levitated object achieves during …
system. Controlled parameter is the amplitude which levitated object achieves during …
A COMPREHENSIVE REVIEW OF ORTHOGONAL POLYNOMIALS AND FUNCTIONS WITH APPLICATION IN FILTER DESIGN
This paper presents some of the results and contributions to the theory of orthogonal
polynomials, orthogonal functions and corresponding filters, achieved in the last fifteen …
polynomials, orthogonal functions and corresponding filters, achieved in the last fifteen …
Dynamic Electricity Pricing by Modified Levenberg-Marquardt Backpropagation (LMBP) Algorithm
Dynamic pricing is a pricing technique in which companies set extremely flexible costs for
products or services based on customer demands. Dynamic pricing is famous because of its …
products or services based on customer demands. Dynamic pricing is famous because of its …
Time series forecasting with orthogonal endocrine neural network based on postsynaptic potentials
M Milovanović, D Antić… - Journal of …, 2017 - asmedigitalcollection.asme.org
This paper presents a new type of endocrine neural network (ENN). ENN utilizes artificial
glands which enable the network to be adaptive to external disturbances. Sensitivity is …
glands which enable the network to be adaptive to external disturbances. Sensitivity is …
[PDF][PDF] Generalized quasi-orthogonal polynomials applied in sliding mode-based minimum variance control of ABS
This paper deals with the design of a digital sliding mode based minimum variance control
on the basis of a discrete-time representation of the ABS model derived from a new type of …
on the basis of a discrete-time representation of the ABS model derived from a new type of …