Unstable oscillators based hyperchaotic circuit

K. Murali; A. Tamasevicius; A. G. Mykolaitis; A. Namajunas; Erik Lindberg

Unstable oscillators based hyperchaotic circuit

K. Murali, A. Tamasevicius, A. G. Mykolaitis, A. Namajunas, Erik Lindberg

Research output: Chapter in Book/Report/Conference proceeding › Article in proceedings › Research › peer-review

Abstract

A simple 4th order hyperchaotic circuit with unstable oscillators is described. The circuit contains two negative impedance converters, two inductors, two capacitors, a linear resistor and a diode. The Lyapunov exponents are presented to confirm hyperchaotic nature of the oscillations in the circuit. The performance of the circuit is investigated by means of numerical integration of appropriate differential equations, PSPICE simulations, and hardware experiment.

Original language	English
Title of host publication	Proceedings NDES'99
Place of Publication	Dresden, Lyngby
Publisher	Technical University of Denmark, Technical University Dresden
Publication date	1999
Pages	241-244
Publication status	Published - 1999
Event	NDES'99 - 7'th International Workshop on Nonlinear Dynamic Electronic Systems - Rønne, Denmark Duration: 1 Jan 1999 → …

Conference

Conference	NDES'99 - 7'th International Workshop on Nonlinear Dynamic Electronic Systems
City	Rønne, Denmark
Period	01/01/1999 → …

OpenUrl availability

Full text

Cite this

@inproceedings{00e8f677def94896961efc89bee513b4,

title = "Unstable oscillators based hyperchaotic circuit",

abstract = "A simple 4th order hyperchaotic circuit with unstable oscillators is described. The circuit contains two negative impedance converters, two inductors, two capacitors, a linear resistor and a diode. The Lyapunov exponents are presented to confirm hyperchaotic nature of the oscillations in the circuit. The performance of the circuit is investigated by means of numerical integration of appropriate differential equations, PSPICE simulations, and hardware experiment.",

author = "K. Murali and A. Tamasevicius and {G. Mykolaitis}, A. and A. Namajunas and Erik Lindberg",

year = "1999",

language = "English",

pages = "241--244",

booktitle = "Proceedings NDES'99",

publisher = "Technical University of Denmark, Technical University Dresden",

note = "NDES'99 - 7'th International Workshop on Nonlinear Dynamic Electronic Systems ; Conference date: 01-01-1999",

}

Murali, K, Tamasevicius, A, G. Mykolaitis, A, Namajunas, A & Lindberg, E 1999, Unstable oscillators based hyperchaotic circuit. in Proceedings NDES'99. Technical University of Denmark, Technical University Dresden, Dresden, Lyngby, pp. 241-244, NDES'99 - 7'th International Workshop on Nonlinear Dynamic Electronic Systems, Rønne, Denmark, 01/01/1999.

TY - GEN

T1 - Unstable oscillators based hyperchaotic circuit

AU - Murali, K.

AU - Tamasevicius, A.

AU - G. Mykolaitis, A.

AU - Namajunas, A.

AU - Lindberg, Erik

PY - 1999

Y1 - 1999

N2 - A simple 4th order hyperchaotic circuit with unstable oscillators is described. The circuit contains two negative impedance converters, two inductors, two capacitors, a linear resistor and a diode. The Lyapunov exponents are presented to confirm hyperchaotic nature of the oscillations in the circuit. The performance of the circuit is investigated by means of numerical integration of appropriate differential equations, PSPICE simulations, and hardware experiment.

AB - A simple 4th order hyperchaotic circuit with unstable oscillators is described. The circuit contains two negative impedance converters, two inductors, two capacitors, a linear resistor and a diode. The Lyapunov exponents are presented to confirm hyperchaotic nature of the oscillations in the circuit. The performance of the circuit is investigated by means of numerical integration of appropriate differential equations, PSPICE simulations, and hardware experiment.

M3 - Article in proceedings

SP - 241

EP - 244

BT - Proceedings NDES'99

PB - Technical University of Denmark, Technical University Dresden

CY - Dresden, Lyngby

T2 - NDES'99 - 7'th International Workshop on Nonlinear Dynamic Electronic Systems

Y2 - 1 January 1999

ER -