Abstract
We show how the hysteresis behaviour in electronic circuits can be explained in a robust manner using PSpice transient simulations. Furthermore, we describe a simple circuit for three-segment nonlinear characteristic shaping and show how this circuit can be used to produce hysteresis loops. The realisation of relaxation oscillators is then given as a typical application.
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References
1.
Sedra
A. S.
and
Smith
K. C.
, Microelectronic circuits (Oxford University Press , New York , 1998 ).
2.
Kennedy
M. P.
and
Chua
L. O.
, ‘Hysteresis in electronic circuits: A circuit theorist's perspective’ , Int. J. Circuit Theory Appl. , 19 (1991 ), 471 –515 .
3.
Chua
L. O.
Desoer
C. A.
and
Kuh
E. S.
, Linear and Nonlinear Circuits (McGraw-Hill , New York , 1987 ).
4.
Chua
L. O.
and
Lin
P. M.
, Computer-Aided Analysis of Electronic Circuits (Prentice-Hall , Englewood Cliffs , 1975 ).
5.
Elwakil
A. S.
, ‘Low voltage relaxation oscillator’ , Electron. Lett. , 36 (2000 ), 1256 –1257 .
6.
Liu
S.
Wu
D.
Tsao
H.
and
Tsay
J.
, ‘Nonlinear circuit applications with current conveyors’ , IEE Proc. Circuits Devices Syst. , 140 (1993 ), 1 –6 .
7.
Kutta
S.
, ‘Current mode circuit implementation of PWL functions’ , Analog Integrated Circuits Signal Process . 16 (1998 ), 285 –297 .
8.
Sanchez-Sinencio
E.
Ramirez-Angulo
J.
Linares-Barranco
B.
and
Rodriguez-Vazquez
A.
, ‘Operational transconductance amplifier-based nonlinear function syntheses’ , IEEE J. Solid-State Circuits , 24 (1989 ), 1576 –1586 .
