Book contents
- Frontmatter
- Contents
- Preface
- 1 Auxiliary results
- 2 Transforms and passivity
- 3 Some classical passive 1-port synthesis
- 4 Tellegen's Theorem and 2-element 1-ports
- 5 Elements of filters and reactance-ladders
- 6 Passive n-ports
- 7 Procedures of passive n-port synthesis
- 8 Basic design of reactance 2-ports
- 9 Cascade synthesis of passive 1-ports
- 10 A theory of broadband matching
- 11 Stability and complex normalization
- 12 Design of passive multiplexers
- 13 Selected topics
- 14 Multiconductor TEM transmission lines
- 15 The ideal TEM 2-port
- 16 Single frequency n-port geometry
- 17 Immittances of n-terminal networks
- 18 Two-state passive devices
- Index
- References
16 - Single frequency n-port geometry
Published online by Cambridge University Press: 05 November 2015
Book contents
- Frontmatter
- Contents
- Preface
- 1 Auxiliary results
- 2 Transforms and passivity
- 3 Some classical passive 1-port synthesis
- 4 Tellegen's Theorem and 2-element 1-ports
- 5 Elements of filters and reactance-ladders
- 6 Passive n-ports
- 7 Procedures of passive n-port synthesis
- 8 Basic design of reactance 2-ports
- 9 Cascade synthesis of passive 1-ports
- 10 A theory of broadband matching
- 11 Stability and complex normalization
- 12 Design of passive multiplexers
- 13 Selected topics
- 14 Multiconductor TEM transmission lines
- 15 The ideal TEM 2-port
- 16 Single frequency n-port geometry
- 17 Immittances of n-terminal networks
- 18 Two-state passive devices
- Index
- References
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- Theory and Synthesis of Linear Passive Time-Invariant Networks , pp. 571 - 607Publisher: Cambridge University PressPrint publication year: 2015
References
[1] , Lossless Transformations of Linear Passive Networks, Norwegian Defence Research Establishment, 1961.
[5] , “Some results in the ‘spot’ frequency theory of linear noiseless time-invariant n-ports,” presented at the 1960 NEREM Symposium, Boston.
[6] , , and , “The Analytic Foundations of Linear Time- Invariant n-Ports,” PIBMRI 1028-62, May 1962.
[7] and , Matrix Analysis, Second Edition, Cambridge University Press, Cambridge, 2013.Google Scholar
[8] , “A normal form for a matrix under the unitary congruence group,” Canadian J. Math., 13, 694–704, 1961.CrossRefGoogle Scholar
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[10] , The Theory of Determinants, Matrices and Invariants, Third Edition, Dover Publications, N.Y., 1960.Google Scholar
[11] and , Circuit Theory of Linear Noisy Networks, JohnWiley and Sons, Inc., New York, 1959.Google Scholar
[12] , On the Theory of Linear Noisy Systems, 1967, Thesis (source unknown).