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Synthesis and application of high order autonomous chaotic systems based on dissipation normal form
J Lahoda, R Linhart - 2010 International Conference on …, 2010 - ieeexplore.ieee.org
In this paper a special system structure called dissipation normal form is briefly described.
Stability of any system with this structure is given by sign of the only one so called …
Stability of any system with this structure is given by sign of the only one so called …
Mathematical Models of Ultra-Fine Grained Materials Based on Dissipation Normal Form
J Lahoda, M Zemko - Advanced Materials Research, 2015 - Trans Tech Publ
Dissipation normal form (DNF) is a special system structure which originally came from the
signal and system theory. It was derived from natural requirements of some form of an …
signal and system theory. It was derived from natural requirements of some form of an …
Phase coupled oscillators based on dissipation normal form-Mathematical model of swimming fish
J Lahoda - 2014 International Conference on Applied …, 2014 - ieeexplore.ieee.org
This paper deals with a new application of dissipation normal form (DNF). This special
system structure respects the energy conservation law and can be interpreted as a system of …
system structure respects the energy conservation law and can be interpreted as a system of …
On strongly non-linear systems discretization
D Panek - IFAC Proceedings Volumes, 2012 - Elsevier
This paper deals with the discretization of strongly non-linear systems. Proposed method is
based on application of so called dissipation normal form (discrete and continuous-time) …
based on application of so called dissipation normal form (discrete and continuous-time) …
Discrete-time and digital chaotic systems synthesis
J Lahoda - 2011 - otik.uk.zcu.cz
This paper describes new method of high order discrete-time chaotic systems synthesis.
Proposed method is based on a special system structure called dissipation normal form and …
Proposed method is based on a special system structure called dissipation normal form and …
[Цитат][C] MATHEMATICAL MODELLING OF ULTRA-FINE GRAINED MATERIAL AS A DISCRETE-TIME CHAOTIC SYSTEM
J LAHODA, M ZEMKO