2020
DOI: 10.3390/app10196751
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Phononic Coupled-Resonator Waveguide Micro-Cavities

Abstract: Phononic coupled-resonator waveguide cavities are formed by a finite chain of defects in a complete bandgap phononic crystal slab. The sample is machined in a fused silica plate by femtosecond printing to form an array of cross-shape holes. The collective resonance of the phononic cavities, in the Megahertz frequency range, are excited by a piezoelectric vibrator and imaged by laser Doppler vibrometry. It is found that well-defined resonant cavity modes can be efficiently excited, even though the phononic cavi… Show more

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Cited by 12 publications
(5 citation statements)
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“…The weak coupling between neighboring resonators via evanescent Bloch waves yields the nearest-neighbor tight-binding approximation usually found in solid-state physics [35]. This description is similar to the one for optical coupled resonators [36], [37], acoustical [34], [38]- [43], and phononic waveguides [44]- [46]. The following nearest-neighbor TB Hamiltonian can describe the model depicted in Figure 1:…”
Section: Resultsmentioning
confidence: 62%
“…The weak coupling between neighboring resonators via evanescent Bloch waves yields the nearest-neighbor tight-binding approximation usually found in solid-state physics [35]. This description is similar to the one for optical coupled resonators [36], [37], acoustical [34], [38]- [43], and phononic waveguides [44]- [46]. The following nearest-neighbor TB Hamiltonian can describe the model depicted in Figure 1:…”
Section: Resultsmentioning
confidence: 62%
“…The weak coupling between neighboring resonators, via evanescent Bloch waves, yields the nearest-neighbor tight-binding approximation usually found in solid state physics. [29] Note that this description is the same found in the coupled-resonator optical, [30,31] acoustical, [3,5,11,12,32,33] and elastic [7,13,15,16,34,35] waveguides. Panels c) and d) in Figure 5, show a schematic of the tight-binding model of the corresponding system defined by the red and blue dots for the diagonal and horizontal model, respectively.…”
Section: Tight Binding Modelmentioning
confidence: 81%
“…115,116 Fast mapping experiments enabled by LDV also greatly facilitate the investigation of collective dynamics encountered in nano-and micro-mechanical arrays. 117,118 Despite its advantages, LDV is limited to relatively low frequencies compared to other sensing techniques such as cavity optomechanics or Brillouin light scattering. The frequency demodulation of a heterodyne signal remains limited by the laser spot size, 113 although recent progress in modal analysis has allowed for an increase in the limit demodulation frequency.…”
Section: Brillouin Light Scatteringmentioning
confidence: 99%
“…115,116 Fast mapping experiments enabled by LDV also greatly facilitate the investigation of collective dynamics encountered in nano- and micro-mechanical arrays. 117,118…”
Section: Excitation and Detection Techniquesmentioning
confidence: 99%