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NUMERICALLY EFFICIENT ANALYSIS OF PRINTED STRUCTURES IN CYLINDRICALLY LAYERED MEDIA USING CLOSED-FORM GREEN'S FUNCTIONS
Date
2008-07-11
Author
Acar, R. Cueneyt
Dural Ünver, Mevlüde Gülbin
Metadata
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Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License
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A hybrid method to calculate mutual coupling of electric or magnetic current elements on a cylindrically layered structure using MoM is presented. For the calculation of the MoM matrix entries, when rho = rho', if phi is not close to phi', the closed-form Greenpsilas functions are employed. When phi is close to phi', since the spectral-domain Greenpsilas functions do not converge, MoM matrix elements are calculated in the spectral domain. The technique is applied to both microstriplines and slots placed on a layered cylindrical structure. The computational efficiency of the analysis of mutual coupling of printed elements on a cylindrically layered structure is increased with the use of proposed hybrid method due to use of closed-form Greenpsilas functions. Beside the presented geometries used in the analysis, multilayer coupling geometries such as slot-coupled microstrip patch antennas and slot antenna with microstrip feeding can also be analyzed.
Subject Keywords
Moment methods
,
Mutual coupling
,
Nonhomogeneous media
,
Microstrip
,
Microstrip antennas
,
Geometry
,
Strips
,
Engineering
,
Electrical & Electronic
,
Physics, applied
,
Telecommunications
URI
https://hdl.handle.net/11511/62490
DOI
https://doi.org/10.1109/aps.2008.4620017
Collections
Department of Electrical and Electronics Engineering, Conference / Seminar
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A hybrid method to calculate mutual coupling of electric or magnetic current elements on a cylindrically layered structure using closed-form Green's functions is presented. When rho = rho' and phi is not very close to phi', closed-form Green's functions are employed in the calculation of MoM matrix entries. When both rho = rho' and phi = phi', series representation of the spectral domain Green's functions do not converge, therefore closed-form Green's functions can not be employed. In that case MoM matrix e...
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R. C. Acar and M. G. Dural Ünver, “NUMERICALLY EFFICIENT ANALYSIS OF PRINTED STRUCTURES IN CYLINDRICALLY LAYERED MEDIA USING CLOSED-FORM GREEN’S FUNCTIONS,” 2008, p. 4419, Accessed: 00, 2020. [Online]. Available: https://hdl.handle.net/11511/62490.