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A numerical study of synchronization in the process of biochemical substance exchange in a diffusively coupled ring of cells

100%
Mihailović D., Balaž I., Arsenić I.
Open Physics
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2013
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vol. 11
|
issue 4
440-447
EN
In this paper we numerically investigate a model of a diffusively coupled ring of cells. To model the dynamics of individual cells we propose a map with cell affinity, which is a generalization of the logistic map. First, the basic features of a one-cell system are studied in terms of the Lyapunov exponent, Kolmogorov complexity and Sample Entropy. Second, the notion of observational heterarchy, which is a perpetual negotiation process between different levels of the description of a phenomenon, is reviewed. After these preliminaries, we study how the active coupling induced by the consideration of the observational heterarchy modifies the synchronization property of the model with N=100 cells. It is shown numerically that the active coupling enhances synchronization of biochemical substance exchange in several different conditions of cell affinity.
2
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A Velocity Measurement Method Based on Scaling Parameter Estimation of a Chaotic System

88%
Liu L., Hu J., He Z., Han C., Li H., Li J.
Metrology and Measurement Systems
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2011
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issue 2
3
Publication available in full text mode
Content available

Synchronization of state-feedback-controlled doubly fed induction generator with the grid

88%
Szypulski M., Iwański G.
Bulletin of the Polish Academy of Sciences: Technical Sciences
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2018
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issue 5
4
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A new 4-D dynamical system exhibiting chaos with a line of rest points, its synchronization and circuit model

88%
Vaidyanathan S., Sambas A., Zhang S., Vaidyanathan S., Sambas A., Zhang S.
Archives of Control Sciences
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2019
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vol. 29
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issue 3
5
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Three-phase voltage outages compensator with cascaded multilevel converter

88%
Iwaszkiewicz J., Bogusławski P., Krahel A., Łowiec E.
Archives of Electrical Engineering
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2012
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vol. 61
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issue 3
6
Content available remote

Dynamics analysis of fractional order Yu-Wang system

88%
Bhalekar S.
Open Physics
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2013
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vol. 11
|
issue 10
1514-1522
EN
Fractional order version of a dynamical system introduced by Yu and Wang (Engineering, Technology & Applied Science Research, 2, (2012) 209–215) is discussed in this article. The basic dynamical properties of the system are studied. Minimum effective dimension 0.942329 for the existence of chaos in the proposed system is obtained using the analytical result. For chaos detection, we have calculated maximum Lyapunov exponents for various values of fractional order. Feedback control method is then used to control chaos in the system. Further, the system is synchronized with itself and with fractional order financial system using active control technique. Modified Adams-Bashforth-Moulton algorithm is used for numerical simulations.
7
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Synchronization of variable-order fractional financial system via active control method

88%
Xu Y., He Z.
Open Physics
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2013
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vol. 11
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issue 6
824-835
EN
In this paper, we study the chaotic dynamics of a Variable-Order Fractional Financial System (VOFFS). The Variable-Order Fractional Derivative (VOFD) is defined in Caputo type. A necessary condition for occurrence of chaos in VOFFS is obtained. Numerical experiments on the dynamics of the VOFFS with various conditions are given. Based on them, it is shown that the VOFFS has complex dynamical behavior, and the occurrence of chaos depends on the choice of order function. Furthermore, the chaos synchronization of the VOFFS is studied via active control method. Numerical simulations demonstrate that the active control method is effective and simple for synchronizing the VOFFSs with commensurate or incommensurate order functions.
8
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A new 4-D hyperchaotic system with no equilibrium, its multistability, offset boosting and circuit simulation

75%
Vaidyanathan S., Moroz I. M., Sambas A., Vaidyanathan S., Moroz I. M., Sambas A.
Archives of Control Sciences
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2020
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vol. 30
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issue 3
9
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A new strongly predefined time sliding mode controller for a class of cascade high-order nonlinear systems

75%
Abadi A. S. S., Hosseinabadi P. A., Mekhilef S., Ordys A., Abadi A. S. S., Hosseinabadi P. A., Mekhilef S., Ordys A.
Archives of Control Sciences
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2020
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vol. 30
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issue 3
10
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A new multi-stable chaotic hyperjerk system, its special features, circuit realization, control and synchronization

75%
Pham V.-T., Vaidyanathan S., Volos C., Jafari S., Kapitaniak T., Pham V.-T., Vaidyanathan S., Volos C., Jafari S., Kapitaniak T.
Archives of Control Sciences
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2020
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vol. 30
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issue 1
11
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A survey of the synchronization process of synchronous generators and power electronic converters

75%
Jarzyna W.
Bulletin of the Polish Academy of Sciences: Technical Sciences
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2019
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issue 6
12
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Synchronization of neuronal bursting using backstepping control with recursive feedback

75%
Rasappan S.
Archives of Control Sciences
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2019
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vol. 29
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issue 4
13
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A new chaotic system with axe-shaped equilibrium, its circuit implementation and adaptive synchronization

75%
Vaidyanathan S., Sambas A., Mamat M.
Archives of Control Sciences
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2018
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vol. 28
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issue 3
14
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Simultaneity Analysis In A Wireless Sensor Network

75%
Malović M., Brajović L., Mišković Z., Šekara T.
Metrology and Measurement Systems
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2015
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vol. 22
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issue 2
15
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Synchronization of FitzHugh-Nagumo reaction-diffusion systems via one-dimensional linear control law

63%
Ouannas A., Mesdoui F., Momani S., Batiha I., Grassi G., Ouannas A., Mesdoui F., Momani S., Batiha I., Grassi G.
Archives of Control Sciences
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2021
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vol. 31
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issue 2
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