2011
DOI: 10.1063/1.3652979
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Non-equilibrium phonon generation and detection in microstructure devices

Abstract: We demonstrate a method to excite locally a controllable, non-thermal distribution of acoustic phonon modes ranging from 0 to ∼200 GHz in a silicon microstructure, by decay of excited quasiparticle states in an attached superconducting tunnel junction (STJ). The phonons transiting the structure ballistically are detected by a second STJ, allowing comparison of direct with indirect transport pathways. This method may be applied to study how different phonon modes contribute to the thermal conductivity of nanost… Show more

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Cited by 9 publications
(14 citation statements)
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“…Since we expect that 34 + is likely to be the same for all spectrometers on the same sample chip (see preceding discussion), a convenient way to measure 34 + is through a spectrometer in which a trench is etched into the mesa to completely block the line-of-sight path for phonons, but is otherwise identical to the other spectrometers on the chip. 8 Where this was not possible, we estimate 34 + (-) instead by measuring / of a phonon source and detector that are separated by ~100 μm on the same chip and do not share a line-of-sight. For such a source/detector pair, the trajectory for scattering from the bottom of the chip (~ 500 μm away) is much the same as for a more closely separated source/detector pair.…”
Section: Supplementary Discussion 3: Description Of Measurement Of Background Level >4 ?1mentioning
confidence: 99%
“…Since we expect that 34 + is likely to be the same for all spectrometers on the same sample chip (see preceding discussion), a convenient way to measure 34 + is through a spectrometer in which a trench is etched into the mesa to completely block the line-of-sight path for phonons, but is otherwise identical to the other spectrometers on the chip. 8 Where this was not possible, we estimate 34 + (-) instead by measuring / of a phonon source and detector that are separated by ~100 μm on the same chip and do not share a line-of-sight. For such a source/detector pair, the trajectory for scattering from the bottom of the chip (~ 500 μm away) is much the same as for a more closely separated source/detector pair.…”
Section: Supplementary Discussion 3: Description Of Measurement Of Background Level >4 ?1mentioning
confidence: 99%
“…The microfabricated phonon spectrometer has the advantage of probing nanoscale effects such as phonon confinement [3], end-coupling diffraction [22], and surface scattering [23], with submicron spatial resolution. We have recently demonstrated a prototype microfabricated spectrometer for emission and detection of non-equilibrium phonons with frequencies ranging from 0 to ~200 GHz [24], and have now tuned the phonon source (emitter) to emit phonons with frequency ranging from 0 to ~870 GHz. The spectrometer comprises a pair of aluminum-aluminum oxide-aluminum (Al-Al x O y -Al) superconducting tunnel junctions serving as phonon emitter and phonon detector on opposite sides of a silicon microstructure.…”
Section: Importance Of Nanoscale Phonon Spectroscopymentioning
confidence: 99%
“…(Because the mean free path of phonons at our experimental temperature and frequencies is >>1 mm [25], the detected phonons will also include phonons that backscatter from the bottom of the substrate.) The ballistic path along the <110> direction between emitter and detector may be blocked by etching a trench into the mesa in order to determine this contribution of backscattered phonons [24]. This phonon transport measurement platform also enables the monolithic integration of nanostructures into the mesa.…”
Section: Spectrometer Designmentioning
confidence: 99%
“…We note that the dynamics of electrons coupled to phonons has been extensively studied in the context of thermalization of "hot electrons" [54][55][56][57][58][59][60][61][62] . Relatively less attention has been paid to the dynamics of the phonons coupled to fermions [63][64][65][66][67] . We note that the evolution of the one-particle distribution functions have been treated before using Kadanoff-Baym equations 27 .…”
Section: Introductionmentioning
confidence: 99%