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Special cases of Fliege's complementary transformation for multiamplifier networks

Special cases of Fliege's complementary transformation for multiamplifier networks

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© The Institution of Electrical Engineers
Published

Fliege's complementary transformation preserves the denominator of a network's voltage transfer ratio but does not predict the numerator, which has to be determined by analysis. A special case of this transformation has already been published, for which the new numerator is given directly and for which the initial network is composed of two admittances plus a general subnetwork linked to an operational amplifier. The letter presents additional special cases of Fliege's transformation for which the new numerator is also given directly, but the initial network is now composed of two general subnetworks, each of which is linked to an operational amplifier.

Inspec keywords: multiterminal networks; operational amplifiers; active networks; network synthesis

Other keywords: active networks; admittances; subnetworks; Fliege's complementary transformation; operational amplifier; multiterminal networks; voltage transfer ratio; multiamplifier networks

Subjects: Active filters and other active networks; Amplifiers

References

    1. 1)
      • D. Hilberman . Input and ground as complements in active filters. IEEE Trans. , 540 - 547
    2. 2)
      • J.K. Stevenson , D.G. Haigh . Special cases of Fliege's complementary transformation for active RC networks. Electron. Lett. , 514 - 515
    3. 3)
      • N. Fliege . Complemantary transformation of feedback systems. IEEE Trans. , 137 - 139
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