The aim of this paper is to show the importance of using appropriate modelling for the active elements in op-amp based active circuits. It is shown, through the example of a sinusoidal oscillator, how the ideal model is only valid for low frequency operations. A much better approximation can be obtained by using a single pole model.
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References
1.
GraemeJ.G., Applications of Operational Amplifiers, Burr-Brown (1973)
2.
NatarajanS., Theory and Design of Linear Active Networks, Mc Graw Hill (1987)
3.
GeigerR.L., ‘Parasitic pole approximation techniques for active filter design’, IEEE Trans. Circuits and Systems, CAS 27, No. 9, 793–799 (Sept 1980)
4.
BowronP., O'CarrollA.P., ‘Modelling operational amplifiers for higher-frequency filter design’, IEE Saraga Colloquium on ‘Amplifiers', (Oct.1986)
5.
VosperJ.V., ‘The Wien Bridge oscillator incorporating an op-amp as the active element’, Int. J. Elect. Enging. Educ., 25, pp. 125–139, (1988)
6.
CarlosenaA., MartinezP., PortaS., ‘An improved Wien-Bridge oscillator’, IEEE Trans. Circuits and Systems, CAS-37, No. 4, pp. 543–546 (April, 1990)
7.
Rodriguez-VazquezA., HuertasJ. L., Perez-VerduB., ‘High frequency design of the Wien bridge oscillator using composite amplifiers’, IEEE Trans. Circuits and Systems, CAS-34, No. 4, pp. 441–443 (April1987)