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Author: Kurt H. Haase Publisher: ISBN: Category : Electric networks Languages : en Pages : 130
Book Description
A new two-port structure, referred to as a 'Perfectly Coupled and Shunt-Augmented T', is defined and its properties are described. The classical Brune two-port can be recognized as a particular example of this general class of two-ports. There are three feasible types (A, B, and C) of perfectly coupled and shuntaugmented T's. A tandem of two matched T's of type AC or BC is equivalent to a lattice two-port. Suitable impedances can be transposed from one port to the other over the T whereby only the magnitudes of its elements are changed. The dual of this T is the 'Perfectly Coupled and Series-Augmented Pi'. The discussion of these new kinds of two-ports is supplemented by ten numerical examples. (Author).
Author: Kurt H. Haase Publisher: ISBN: Category : Electric networks Languages : en Pages : 130
Book Description
A new two-port structure, referred to as a 'Perfectly Coupled and Shunt-Augmented T', is defined and its properties are described. The classical Brune two-port can be recognized as a particular example of this general class of two-ports. There are three feasible types (A, B, and C) of perfectly coupled and shuntaugmented T's. A tandem of two matched T's of type AC or BC is equivalent to a lattice two-port. Suitable impedances can be transposed from one port to the other over the T whereby only the magnitudes of its elements are changed. The dual of this T is the 'Perfectly Coupled and Series-Augmented Pi'. The discussion of these new kinds of two-ports is supplemented by ten numerical examples. (Author).
Author: Kurt H. Haase Publisher: ISBN: Category : Electric networks Languages : en Pages : 0
Book Description
A new two-port structure, referred to as a 'Perfectly Coupled and Shunt-Augmented T', is defined and its properties are described. The classical Brune two-port can be recognized as a particular example of this general class of two-ports. There are three feasible types (A, B, and C) of perfectly coupled and shuntaugmented T's. A tandem of two matched T's of type AC or BC is equivalent to a lattice two-port. Suitable impedances can be transposed from one port to the other over the T whereby only the magnitudes of its elements are changed. The dual of this T is the 'Perfectly Coupled and Series-Augmented Pi'. The discussion of these new kinds of two-ports is supplemented by ten numerical examples. (Author).
Author: Kurt H. Haase Publisher: ISBN: Category : Electric circuits Languages : en Pages : 94
Book Description
It is shown that a positive real immittance function F(s) is of one of eight categories. The category can be recognized by the sign polarities of three test values that are functions of the coefficients of F(s). If F(s) is of a certain category, then 1/F(s) can only be of some other categories. According to the categories of F(s) and 1/F(s) the immittance function can be realized (1) either by an RC or an RL network with positive elements, (2) by an RLC network with exclusively positive elements and an equivalent model circuit, or (3) only by model circuits. A model circuit is an RLC ladder structure with one negative branch element. The RC, RL, RLC, and model circuits have several equivalences.
Author: Air Force Cambridge Research Laboratories (U.S.) Publisher: ISBN: Category : Aeronautics Languages : en Pages : 322
Book Description
Summaries are given of research in the following fields: upper atmosphere physics, microwave physics, space physics, terrestrial sciences, optical physics, data sciences, meteorology, solid state, aerospace instrumentation.
Author: Air Force Cambridge Research Laboratories (U.S.) Publisher: ISBN: Category : Atmosphere, Upper Languages : en Pages : 88
Book Description
The bibliography of AFCRL in-house technical reports lists all reports issued in the existing series. In addition, appendices list reports issued from 1962 to 1964 when series designations were not used, and reports issued in now-defunct series.
Author: Kurt H. Haase
Author: Kurt H. Haase
Author: Kurt H. Haase
Author: Kurt H. Haase
Author: Kurt H. Haase
Author: 
Author: Air Force Cambridge Research Laboratories (U.S.)
Author: Air Force Cambridge Research Laboratories (U.S.)
Author: 
Author: United States. Air Force. Office of Aerospace Research
Author: United States. Air Force. Office of Aerospace Research