2016
DOI: 10.1016/j.jqsrt.2016.07.018
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Minimum radiative heat transfer between two metallic half-spaces due to propagating waves

Abstract: The gap dependence of radiative energy transfer due to propagating waves between two identical metallic half-spaces separated by vacuum is investigated. The dielectric function of the metallic half-spaces is described by the Drude model. Analytical expressions for the minimum radiative heat transfer coefficient, h min , and the gap, d min , at which the minimum value of radiative transfer is attained are determined in terms of the parameters of the dielectric function and the absolute temperature T. We show th… Show more

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Cited by 8 publications
(3 citation statements)
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“…For the electrical power, at the largest vacuum gap thicknesses, a local maximum and a local minimum are visible. These specific variations are resulting from the interference effects taking place in the coherent regime of thermal radiation between parallel media [87,88]. Below the vacuum gap thickness where there is a local minimum, electrical power increases because of the contribution of evanescent waves, as expected.…”
Section: Impact Of Sub-bandgap Absorption and Series Resistance Lossesmentioning
confidence: 62%
“…For the electrical power, at the largest vacuum gap thicknesses, a local maximum and a local minimum are visible. These specific variations are resulting from the interference effects taking place in the coherent regime of thermal radiation between parallel media [87,88]. Below the vacuum gap thickness where there is a local minimum, electrical power increases because of the contribution of evanescent waves, as expected.…”
Section: Impact Of Sub-bandgap Absorption and Series Resistance Lossesmentioning
confidence: 62%
“…3(a)), external luminescence of propagating modes in vacuum (0 < k ρ < k 0 ) varies with gap thickness. This is due to coherence effects arising from multiple reflections in the vacuum gap [55,56]. External luminescence is up to 25% smaller or larger than the case of an isolated cell.…”
Section: Near-field External Luminescencementioning
confidence: 96%
“…Due to such a spectral difference, the performance of the NF-TPV device does not necessarily increase at a smaller vacuum gap. When the vacuum gap becomes comparable to the characteristic wavelength of thermal radiation or narrower, one can observe distinctive thermal radiation originating not only from the evanescent mode (i.e., near-field effect) but also from the propagating mode (i.e., interference effect). , The interference effect begins to appear when the evanescent mode is spectrally suppressed by the PV cell, causing performance fluctuations of the TPV device, as opposed to an overwhelming near-field effect shading the interference effect in the general full spectrum regime. Such phenomena have already been addressed in several theoretical works employing PV cells made of GaSb, InAs, InSb, and InGaSb ternary alloy semiconductors since the report by Whale .…”
Section: Introductionmentioning
confidence: 99%