Abstract
An add-drop filter based on linear waveguides coupled through a ring resonator in a two-dimensional phononic crystal is introduced and its operation in detecting methanol concentration in ethanol is numerically investigated. The filter, which operates at around 200 kHz, has a small footprint of approximately 71.2 mm-by-84.0 mm, corresponding to 9.6-by-12.0 wavelengths. Band analyses of the phononic crystal and waveguide, as well as frequency domain simulations of filter operation for different methanol concentrations in the ring resonator cells are carried out through finite-element method. When the ring resonator cells are filled with pure ethanol, the drop port output is maximized, whereas through and add port outputs are minimized at the resonance frequency of 212.3 kHz. The contrast ratio between the drop and through/add port outputs is close to 1.0 at this frequency. Although the speed of sound and density are close in the two materials, the sensitivity is calculated as 12.54 Hz/% in terms of molar fraction of methanol. The corresponding figure of merit, obtained by dividing the sensitivity by drop port output peak width, varies between approximately 4.0 and 5.0. Moreover, a linear shift in the drop port peak frequency as a function of methanol concentration is observed. The add-drop filter can be calibrated for concentration sensing in different binary liquid mixtures. Higher sensitivities can be expected when the contrast of acoustic parameters, i.e., speed of sound and density, are larger for the constituents of the mixture.
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