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- W1573103682 abstract "This chapter describes the upgrading of the theory for electromagnetic circulators, which are realized currently in the planar configuration compatible with integrated circuit technologies. The electromagnetic theory is presented by retaining the complete set of equations describing the electromagnetic and physical phenomena, such that one obtains that are commonly referred to as full-wave electromagnetic solutions. This is extremely desirable in microwave and millimeter wave applications where the propagation characteristics and field behavior require a realistic modeling of frequency dispersion. The circulator configuration examined is purposely limited to the circular cross-section type in order to make use of canonical solution properties of partial differential equations. Use of magnetic and electric walls, where they are reasonable to constrain the electromagnetic field, is done to make the problem more tractable and elegant. Numerical results found with the recursive Green's function approach used, employing a two-dimensional model, typically take a few seconds per frequency point." @default.
- W1573103682 created "2016-06-24" @default.
- W1573103682 creator A5053377389 @default.
- W1573103682 date "1996-01-01" @default.
- W1573103682 modified "2023-10-16" @default.
- W1573103682 title "Theory of the Recursive Dyadic Green's Function for Inhomogeneous Ferrite Canonically Shaped Microstrip Circulators" @default.
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- W1573103682 doi "https://doi.org/10.1016/s1076-5670(08)70167-8" @default.
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