4.7 Article

Electromagnetic Characterization of Thin Films by Using Non-Contacting Waveguides

Journal

IEEE TRANSACTIONS ON ANTENNAS AND PROPAGATION
Volume 70, Issue 9, Pages 8452-8460

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TAP.2022.3177521

Keywords

Electromagnetic band gap (EBG); piezoresistive sensors; sheet resistance; stretchable materials; surface impedance measurement; thin sheets; wireless sensors

Funding

  1. Italian Ministry of Education and Research (MIUR)
  2. PRIN2017 GREEN TAGS Chipless Radio Frequency Identification (RFID) for GREEN TAGging and Sensing

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In this paper, a waveguide-based non-contact approach is proposed to estimate the surface impedance of thin film samples. By measuring the scattering parameters and using an inversion procedure, the real part of the surface impedance can be accurately determined, while higher uncertainty is achieved in the estimation of the imaginary part.
Surface impedance represents a crucial parameter for the characterization of thin films. Indeed, materials with a sheet impedance varying as a function of their elongation could be used in radio frequency piezoresistive sensors. To estimate this quantity while having the possibility of stretching the sample under test, a waveguide-based non-contact approach is proposed. The absence of contact between the sample under test and the waveguides determines an electromagnetic field leakage, which is prevented by adopting an electromagnetic band gap (EBG) structure. The surface impedance of the sample is retrieved through an inversion procedure exploiting the scattering parameters measured using the proposed setup. The inversion procedure is based on a circuit representation of the waveguideair-waveguide section as a pi-junction. The reliability of the proposed measurement method has been experimentally assessed using a WR137 waveguide. The proposed method allows to accurately determine the real part of surface impedance (the sheet resistance), while higher uncertainty is achieved in the estimation of the imaginary part.

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