Total Harmonic Power of Arbitrarily Switched Nonuniform Period Time-Modulated Arrays
In this letter, nonuniform period time-modulated arrays (NTMAs) are investigated and analyzed in terms of radiated power at harmonics, and a more general and accurate closed-form expression is derived. Although there are some studies on the radiated power of NTMAs, it is claimed that the derived exp...
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Published in | IEEE antennas and wireless propagation letters Vol. 19; no. 1; pp. 193 - 197 |
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Main Authors | , , , |
Format | Journal Article |
Language | English |
Published |
New York
IEEE
01.01.2020
The Institute of Electrical and Electronics Engineers, Inc. (IEEE) |
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Abstract | In this letter, nonuniform period time-modulated arrays (NTMAs) are investigated and analyzed in terms of radiated power at harmonics, and a more general and accurate closed-form expression is derived. Although there are some studies on the radiated power of NTMAs, it is claimed that the derived expressions in these studies have restrictions to be used as final forms. To overcome these restrictions, a new method is proposed and hence a closed-form power expression is achieved for uniform/nonuniform switching. Moreover, the obtained results are discussed over comparative examples to emphasize the differences among the recent findings. As a result, it is concluded that the proposed method is an effective solution that can eliminate the limitations of the studies in the literature. |
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AbstractList | In this letter, nonuniform period time-modulated arrays (NTMAs) are investigated and analyzed in terms of radiated power at harmonics, and a more general and accurate closed-form expression is derived. Although there are some studies on the radiated power of NTMAs, it is claimed that the derived expressions in these studies have restrictions to be used as final forms. To overcome these restrictions, a new method is proposed and hence a closed-form power expression is achieved for uniform/nonuniform switching. Moreover, the obtained results are discussed over comparative examples to emphasize the differences among the recent findings. As a result, it is concluded that the proposed method is an effective solution that can eliminate the limitations of the studies in the literature. |
Author | Kuzu, Suleyman Yesilyurt, Ugur Aksoy, Ertugrul Kanbaz, Ihsan |
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SubjectTerms | Antenna arrays Arrays Closed form solutions Exact solutions Frequency modulation Harmonic analysis Harmonic power Mathematical analysis Mathematical model nonuniform period Power system harmonics sideband radiation Switches time modulation |
Title | Total Harmonic Power of Arbitrarily Switched Nonuniform Period Time-Modulated Arrays |
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