Simple Model of Synchronized System for the Chaotic-Masked Communication

Simple Model of Synchronized System for the Chaotic-Masked Communication

In this paper the simplest form of the compound dynamical system is considered, i.e. the second-order subsystem homogeneously synchronized by the third-order autonomous subsystem where the synchronized block is identical to a part of the synchronizing block. Simplified design formulas are defined fo...

Full description

Bibliographic Details
Main Authors: Z. Kolka, J. Brzobohaty, J. Pospisil
Format: Article
Language:English
Published: Spolecnost pro radioelektronicke inzenyrstvi 1998-09-01
Series:Radioengineering
Online Access:http://www.radioeng.cz/fulltexts/1998/98_03_03.pdf
id doaj-5945b33f61e547bea4c1ca0cc1069c34
record_format Article
spelling doaj-5945b33f61e547bea4c1ca0cc1069c342020-11-25T01:19:59ZengSpolecnost pro radioelektronicke inzenyrstviRadioengineering1210-25121998-09-0173Simple Model of Synchronized System for the Chaotic-Masked CommunicationZ. KolkaJ. BrzobohatyJ. PospisilIn this paper the simplest form of the compound dynamical system is considered, i.e. the second-order subsystem homogeneously synchronized by the third-order autonomous subsystem where the synchronized block is identical to a part of the synchronizing block. Simplified design formulas are defined for the case of a stable synchronized subsystem and arbitrarily chosen dynamical behaviour of the whole system including any type of chaos. The resultant state equations and the corresponding integrator-based circuit models are shown. Their utilization in chaotic-masked signal communications is suggested.www.radioeng.cz/fulltexts/1998/98_03_03.pdf
collection DOAJ
language English
format Article
sources DOAJ
author Z. Kolka
J. Brzobohaty
J. Pospisil
spellingShingle Z. Kolka
J. Brzobohaty
J. Pospisil
Simple Model of Synchronized System for the Chaotic-Masked Communication
Radioengineering
author_facet Z. Kolka
J. Brzobohaty
J. Pospisil
author_sort Z. Kolka
title Simple Model of Synchronized System for the Chaotic-Masked Communication
title_short Simple Model of Synchronized System for the Chaotic-Masked Communication
title_full Simple Model of Synchronized System for the Chaotic-Masked Communication
title_fullStr Simple Model of Synchronized System for the Chaotic-Masked Communication
title_full_unstemmed Simple Model of Synchronized System for the Chaotic-Masked Communication
title_sort simple model of synchronized system for the chaotic-masked communication
publisher Spolecnost pro radioelektronicke inzenyrstvi
series Radioengineering
issn 1210-2512
publishDate 1998-09-01
description In this paper the simplest form of the compound dynamical system is considered, i.e. the second-order subsystem homogeneously synchronized by the third-order autonomous subsystem where the synchronized block is identical to a part of the synchronizing block. Simplified design formulas are defined for the case of a stable synchronized subsystem and arbitrarily chosen dynamical behaviour of the whole system including any type of chaos. The resultant state equations and the corresponding integrator-based circuit models are shown. Their utilization in chaotic-masked signal communications is suggested.
url http://www.radioeng.cz/fulltexts/1998/98_03_03.pdf
work_keys_str_mv AT zkolka simplemodelofsynchronizedsystemforthechaoticmaskedcommunication
AT jbrzobohaty simplemodelofsynchronizedsystemforthechaoticmaskedcommunication
AT jpospisil simplemodelofsynchronizedsystemforthechaoticmaskedcommunication
_version_ 1725136052534902784

Similar Items