Demonstration of the waveguiding properties of an artificial surface reactance

We define a surface capacitive reactance as the limit of a dielectric sheet of thickness h and dielectric constant /spl epsiv/, when h tends toward zero and /spl epsiv/ tends toward infinity in such a way that the product /spl epsiv/~=/spl epsiv/h remains constant and finite. It is easy to prove that such an ideal surface capacitive reactance supports a single guided electromagnetic mode of the transverse electric (TE) type, with a very simple field profile. In this paper, we show that a fair approximation of an ideal surface capacitive reactance in the microwave domain can be realized artificially by depositing suitable metal patterns on each face of a dielectric sheet with a moderate dielectric constant. By using a two-dimensional resonator technique, we demonstrate that this artificial surface capacitive reactance bears the electromagnetic guiding properties expected for an ideal surface capacitive reactance. Application of this device to a new type of mechanically tuned resonator is briefly discussed.<
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