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The maximum power transfer theorem for n-ports

IEEE Transactions on Circuit Theory, 1973
The maximum power transfer theorem is proved by an elementary and simple method. The class of all impedance matrices which achieve maximum power transfer is completely described. Cases where Z_{0}+Z_{0^\ast} is not positive definite are completely discussed.
C. Desoer
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“Deglorifying” the Maximum Power Transfer Theorem and Factors in Impedance Selection

IEEE Transactions on Education, 2007
The limited usefulness of the maximum power transfer theorem in practice is argued. Inappropriately, the utility and value of the maximum power transfer theorem are often elevated to be religious icons of electrical engineering. While the theorem appears to be useful, often in real circuits the load impedance is not set equal to the complex conjugate ...
McLaughlin, James C., Kaiser, Kenneth L.
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A generalization of the maximum power transfer theorem

Proceedings of the IEEE, 1969
The well-known maximum power transfer theorem is generalized to the case of an n + 1 terminal network containing sources inside.
K. Nambiar
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Regulating glottal airflow in phonation: Application of the maximum power transfer theorem to a low dimensional phonation model

The Journal of the Acoustical Society of America, 2002
Two competing views of regulating glottal airflow for maximum vocal output are investigated theoretically. The maximum power transfer theorem is used as a guide. A wide epilarynx tube (laryngeal vestibule) matches well with low glottal resistance (believed to correspond to the “yawn-sigh” approach in voice therapy), whereas a narrow epilarynx tube ...
I. Titze
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On the generalizations of the maximum power transfer theorem

Proceedings of the IEEE, 1970
Referring to the study of the generalization of the maximum power transfer theorem, it is shown that the proposed solution in a paper by Nambiar is not generally the only one. Particularly, under the conditions that we determine, the available power of a n-terminal pair network containing sources, may be absorbed by passive loads connected at each ...
H. Baudrand
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On the maximum power transfer theorem within electromechanical systems

Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science, 2006
Conditions for maximum power transfer are considered within electrical, mechanical, and electromechanical systems. The familiar concept of resistance load matching within an electrical system is extended to a mechanical system and is 50 per cent efficient.
N. Stephen
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Didactic Uses of Maximum Power Transfer Theorem and Guided Problem Solving

International Journal of Electrical Engineering & Education, 2014
The maximum power transfer theorem (MPTT) is proved in a number of ways. The paper asserts pedagogical value and is aimed at evoking critical thinking among students.
S. Nelatury
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Maximum power transfer theorem with arbitrary Efficiency for Wireless Power Transfer

Physica Scripta
Abstract Wireless power transfer (WPT) has been actively studied by many companies and research institutes for decades, and individual technologies have been highly developed. However, except for nearly contact WPT, it has not yet reached a standard adopted by multiple manufacturers.
Noboru Sawayama
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On Complete Versions of Thevenin–Norton and Maximum Power Transfer Theorems

Circuits, Systems, and Signal Processing, 2021
In this paper, we state and prove complete versions of two basic theorems of linear circuit theory, viz. Thevenin–Norton and Maximum power transfer theorems. We show how to compute port behavior of multiports which have port equations of the general form $$Bv_P-Qi_{P}=s,$$
Narayanan Harihar, Hariharan Narayanan
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Maximum Power Transfer Theorem: A Simplified Approach

International Journal of Electrical Engineering & Education, 1998
This brief note illustrates a simplified approach for deriving the maximum power transfer condition through simple algebraic manipulation. The approach allows students in introductory electrical and electronic engineering courses to be introduced to this important concept before they have acquired the background calculus necessary for traditional ...
D. K. Paul, P. Gardner
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