2021
DOI: 10.1109/tap.2020.3009427
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Antenna Decoupling by Common and Differential Modes Cancellation

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Cited by 123 publications
(83 citation statements)
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“…It can be concluded that the proposed decoupling method can significantly enhance the efficiency and gain. [18][19][20] The envelope cross-correlation (ECC) is used to verify the independence of radiation patterns of elements and it can be calculated from the complex far-field patterns. 21,22 A comparison between reference and proposed antennas for ECC is plotted in Figure 5c.…”
Section: Experimental Validation and Resultsmentioning
confidence: 99%
“…It can be concluded that the proposed decoupling method can significantly enhance the efficiency and gain. [18][19][20] The envelope cross-correlation (ECC) is used to verify the independence of radiation patterns of elements and it can be calculated from the complex far-field patterns. 21,22 A comparison between reference and proposed antennas for ECC is plotted in Figure 5c.…”
Section: Experimental Validation and Resultsmentioning
confidence: 99%
“…In order to evaluate the diversity characteristics of the proposed antenna, the performance index ECC (Envelope correlation coefficients) of the antenna is calculated according to the radiated far‐field, which is published as follows 17 Eccgoodbreak=ρegoodbreak=||[]E1(),θφgoodbreak×E2(),θφdnormalΩ2E1θφ2dnormalΩ×E2θφ2dnormalΩ where E i ( θ , φ ) is the radiation pattern of the antenna when port i is excited. For the Simulated results shown in Figure 11, the ECC in the desired band is all <0.04, which exhibits a great diversity performance.…”
Section: Resultsmentioning
confidence: 99%
“…For a two‐port network, which satisfies the conditions of symmetry and reciprocity, the CM and DM S ‐parameters can be expressed as follows 17 Scc11goodbreak=S11goodbreak+S21 Sdd11goodbreak=S11goodbreak−S21 …”
Section: Antenna Configuration and Design Considerationmentioning
confidence: 99%
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“…The current distributions on the loop radiator of port1 and port2 are of odd mode and even mode, respectively, as depicted in Figure 4, so the isolation between port1 and port2 is pretty good due to the orthogonality of the two current modes. A better isolation can be explained by the difference between S 11 and S 22 which is described in Reference 25: S21=S12=Scc11Sdd11/2, where S cc11 represents the reflection coefficient of the common mode, that is the even mode in this article, and S dd 11 represents the reflection coefficient of the differential mode, that is the odd mode in this article. So Equation () could be expressed as: S21=S12=S22S11/2. …”
Section: Antenna Configuration and Designmentioning
confidence: 97%