Abstract
The concept of the artificially engineered capacitor (AEC) is presented as a 3-D printable 3-D capacitive component for use in discrete RF/microwave electronic circuitry. The intention of the AEC concept is a highly customizable 3-D printable component whose capacitance value is stable over a wider frequency band when compared to commercial alternatives. AECs can be viewed as impedance structures with predominantly capacitive characteristics. Both series and shunt AEC configurations are considered with simulation and measurement data along with equivalent circuit models. The tolerance of the equivalent capacitance over frequency is focused upon in this article. Within the 40% tolerance band from the nominal value an improvement of 26% and 197% frequency band was achieved for the series and shunt variants, respectively, when compared to a commercial alternative. Further simulations show that with finer 3-D printing resolutions, this frequency-stable bandwidth can be further increased. Finally, an example design application of a half-wavelength microstrip resonator is presented in which the AECs’ Q factor is measured, and its equivalent circuits are implemented and validated via simulations and measurements.
Highlights
A RTIFICIAL materials are becoming more commonplace in antenna and electronic systems
The series artificially engineered capacitor (AEC) simulation and measurements are in good agreement as shown in Fig. 5(a)–(c), though there is some slight deviation near selfresonance
The selfresonance of the measured AEC can be seen to have a value of 16.3 GHz which can be identified by impedance phase intersecting 0◦
Summary
A RTIFICIAL materials are becoming more commonplace in antenna and electronic systems. They are intelligently constructed from dielectrics and/or conductors to form new structures with specific and unique electromagnetic characteristics that are not often found in natural materials. Some examples of inclusions used in 3-D periodic structures are jacks [1], dumbbells [2], and metallic cuboids [3]. It is the characteristics of the inclusions and their interactions with adjacent inclusions that define the Manuscript received February 20, 2019; revised August 09, 2019; accepted September 10, 2019. Engineering and Physical Sciences Research Council (EPSRC) and in part by the SYMETA Project (https://www.symeta.co.uk) under Grant EP/N010493/1. (Corresponding author: Tom Whittaker.)
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More From: IEEE Transactions on Microwave Theory and Techniques
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