DocumentCode
1187777
Title
Minimum-Phase Transfer-Function Synthesis
Author
Pantell, R.H.
Volume
2
Issue
2
fYear
1955
fDate
6/1/1955 12:00:00 AM
Firstpage
133
Lastpage
137
Abstract
This paper presents a means for realizing a minimum-phase transfer-function
to within a constant multiplier, provided that
has no poles on the
-axis including infinity. The network is in ladder form, without coupled coils, and every coil has an associated series resistance if
for any finite
Synthesis is illustrated for the specification of resistance termination at input and output, and for the specification of a resistor-capacitor termination at both ends. Regardless of the complexity of
, the synthesis problem can always be reduced to the problem of synthesizing driving-point functions that are no more complicated than the ratio of quadratic polynomials in
. The method to be described is an extension of constant-resistance ladder network synthesis.
to within a constant multiplier, provided that
has no poles on the
-axis including infinity. The network is in ladder form, without coupled coils, and every coil has an associated series resistance if
for any finite
Synthesis is illustrated for the specification of resistance termination at input and output, and for the specification of a resistor-capacitor termination at both ends. Regardless of the complexity of
, the synthesis problem can always be reduced to the problem of synthesizing driving-point functions that are no more complicated than the ratio of quadratic polynomials in
. The method to be described is an extension of constant-resistance ladder network synthesis.Keywords
Circuit synthesis; Network synthesis; Poles and zeros; Resistors; Transfer functions; Voltage;
fLanguage
English
Journal_Title
Circuit Theory, IRE Transactions on
Publisher
ieee
ISSN
0096-2007
Type
jour
DOI
10.1109/TCT.1955.1085229
Filename
1085229
Link To Document