2019
DOI: 10.1021/acsphotonics.9b00667
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Graphene Thermal Emitter with Enhanced Joule Heating and Localized Light Emission in Air

Abstract: Controlling thermal radiation in nanoscale is critical for verifying the Planck's law in subwavelength limit, and is the key for a range of innovative technologies including energy, display and security. Benefit from the superior electronic, thermal, and mechanical properties, electrically biased graphene has been recently demonstrated as promising thermal emitter with only one-atom thickness. Here, we show an enhancement of Joule heating effect in graphene by confining the current flow through narrow constric… Show more

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Cited by 67 publications
(62 citation statements)
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“…The emission spectrum shown in Figure 1C indicated a characteristic emission peak of the graphene device at approximately 8.0 µm. This characteristic emission peak changed slightly with input power, contrary to Planck's radiation law but consistent with a recent report by Luo et al . We believe this phenomenon was caused by both the characteristics radiation of graphene and the resonance between the graphene and PET membrane inside the device.…”
Section: Resultssupporting
confidence: 91%
“…The emission spectrum shown in Figure 1C indicated a characteristic emission peak of the graphene device at approximately 8.0 µm. This characteristic emission peak changed slightly with input power, contrary to Planck's radiation law but consistent with a recent report by Luo et al . We believe this phenomenon was caused by both the characteristics radiation of graphene and the resonance between the graphene and PET membrane inside the device.…”
Section: Resultssupporting
confidence: 91%
“…We display only one full 0-10V I-V for w = 3 µm, since the device was broken afterwards; other identical devices displayed a damage threshold of ~7 V, which is in good agreement with similar devices. [64] On the contrary, devices with w= 5 µm and w = 10 µm performed well even after driving with up to 10 V. Figure 1e. The total resistance is independent of voltage within our measurement accuracy.…”
Section: Resultsmentioning
confidence: 94%
“…Figure 6a plots a color map of the G band position as a function of laser power, showing a continuous redshift with increasing laser power. We estimated the steady-state temperature T of TLG under laser irradiation using an established coefficient γ (0.011 cm −1 K −1 < γ < 0.016 cm −1 K −1 ) between the G band shift (Δ v ) and lattice temperature of TLG: T = 300 + Δ ω G / γ , where Δ ω G is the laser heating-induced downshift of the Raman G peak 40 43 . As shown in Fig.…”
Section: Resultsmentioning
confidence: 99%