[PDF] Top 20 Point to point control of fractional differential linear control systems
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Point to point control of fractional differential linear control systems
... single-input fractional lin- ear control system from a given initial state to a given final point of state space, in a given time ...open-loop control functions, and some of them are ... See full document
17
Point to point control of a 2R planar horizontal underactuated manipulator
... synthesizing control laws for the point-to-point control of the above kind of ...underactuated systems with only one unactuated ... See full document
7
Applications of Fixed Point Theorems for Coupled Systems of Fractional Integro-Differential Equations Involving Convergent Series
... [9] V. Gafiychuk, B. Datsko, and V. Meleshko: Mathematical modeling of time fractional reaction-diffusion systems, Journal of Computational and Applied Mathematics, Vol. 220, Iss. 1-2, pp. 215-225, 2008. ... See full document
6
Approximate controllability and complete controllability of semilinear fractional functional differential systems with control
... semilinear fractional functional differential systems with control involving Caputo fractional ...fixed point theorem, we establish sufficient conditions for each of these types of ... See full document
18
A coupled fixed point theorem and application to fractional hybrid differential problems
... Recently, the hybrid differential equations have been much more attractive [–], and then there have been many works on the theory of hybrid differential equations. Addition- ally, hybrid fixed point theory can be ... See full document
11
M-Point Boundary Value Problem for Caputo Fractional Differential Eqautions
... towards fractional differential equations as many phenomena in various branches of science and engineering are ...in control systems, visco-elasticity, electrochemistry, phar- macokinetics, ... See full document
7
Approximate solution of linear and nonlinear fractional differential equations under m point local and nonlocal boundary conditions
... of fractional differential equations (FDEs) gained the attention of many scientists around the ...central point in several special issues and books. Fractional-order operators are nonlocal in nature ... See full document
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Existence results for fractional differential inclusions with three point fractional integral boundary conditions
... Differential inclusions arise in the mathematical modeling of certain problems in eco- nomics, optimal control, etc. and are widely studied by many authors, see [, ] and the references therein. For some recent ... See full document
13
Fractional hybrid differential equations with three point boundary hybrid conditions
... of fractional differential equations can be found in various fields of science and ...electrochemistry, control, porous media, electromagnetism, and so on [23, 26, 28, ...of fractional differential and ... See full document
11
Nontrivial solutions for a higher fractional differential equation with fractional multi-point boundary conditions
... of fractional order occur more frequently in different research ar- eas such as engineering, physics, chemistry, economics, ...electrochemistry control, porous media, electromagnetic and signal processing of ... See full document
16
Chaos Suppression of a Class of Fractional-Order Chaotic Systems with Order Lying in (1, 2)
... to control chaos in fractional-order systems by using the economic, simply implemented control scheme and avoid error caused by linearization in many present ...of fractional-order ... See full document
8
On The Fractional Optimal Control Problem with Free End Point
... the fractional order optimal control problems in which the dynamic control system involves integer partial and fractional order derivative with free/ constant terminal .../ control / ... See full document
5
Preview tracking control for a class of fractional order linear systems
... preview control, then obtain the controller of (12), which is the controller of System ...optimal control theory that the controller which minimizes the performance index function given in Equation (13) ... See full document
19
Synchronization between two non identical fractional order hyperchaotic systems
... As fractional order chaotic behaviour has a wide range of applications in image processing, secure communication, information encrypion, ...chaotic systems gained a lot of attention due to its importance in ... See full document
13
Applying new fixed point theorems on fractional and ordinary differential equations
... If κ > 10 1 or ζ > 10 1 , then θ (κ, ζ ) = 0, and so θ (κ, ζ )ϑ(d(T κ, T ζ )) ≤ h(κ, ζ )ϑ(R(κ, ζ )). Hence T is a generalized θ -h-ϑ-contraction type mapping. Obviously, other hypotheses of Theorem 2.2 are ... See full document
25
Fuzzy anti-windup scheme for practical control of point-to-point (Ptp) positioning systems
... where K T , U(s) and U s (s) are tracking gain, unsaturated and saturated control outputs respectively. In this paper, two tracking gains, KT, were used. The first anti-windup PID controller (PID-1) uses a K T = K ... See full document
18
Adaptation in Stochastic Dynamic Systems—Survey and New Results I
... This paper surveys the field of adaptation mechanism design for uncertainty parameter estimation as it has developed over the last four decades. The adaptation mechanism under consideration generally serves two tightly ... See full document
7
Control Access Point of Devices for Delay Reduction in WBAN Systems with CSMA/CA
... Access Control (MAC) layer and network layer of WBAN were researched in [5] ...the control on MAC layer was analyzed to improve the performance of WBANs [7] ... See full document
12
On point dissipative systems of differential equations with quadratic nonlinearity
... In order to prove the theorem, all we need to show is that the condition uTAu < 0 for all nontrivial zeros of fx implies that there exists a vector at such that the matrix Cat is positiv[r] ... See full document
12
Fractional differential equations and inclusions with semiperiodic and three-point boundary conditions
... where F : [, ] × R → P (R) is a compact-valued map, and P (R) is the family of all nonempty subsets of R. We discuss the existence of solutions for problem (.) when the multivalued map F(t, x(t)) is convex or ... See full document
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