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A General Form of the O'Neill-Ghausi MFM Functions
Date Issued
01-01-1976
Author(s)
Karivaradarajan, P.
Murti, V. G.K.
Abstract
Through a generalization of the maximally flat magnitude (MFM) functions proposed by O'Neill and Ghausi a class of MFM driving point functions with a pole at infinity and a prescribed real part as w tends to infinity is derived. These functions can be used in the design of equalizer networks to parasitic reactances and yield a larger gainbandwidth product. © 1976, IEEE. All rights reserved.
Volume
23