Abstract:Electronic heating of cold crystal lattices in nonlinear multiphoton excitation can transiently alter their physical and chemical properties. In metals where free electron densities are high and the relative fraction of photoexcited hot electrons is low, the effects are small, but in semimetals, where the free electron densities are low and the photoexcited densities can overwhelm them, the intense femtosecond laser excitation can induce profound changes. In semimetal graphite and its derivatives, strong optic… Show more
“…This selection rule for the image potential state is consistent with specific, previous measurements on graphite surfaces 61,64 . It is also consistent with the basic physical picture for dipole allowed transitions in ARPES.…”
Section: A Angle Resolved Two Photon Photoemission Measurementssupporting
confidence: 90%
“…AR-2PPE was used to probe the unoccupied bands E k at these interfaces with an energy range between the Fermi energy (E f ) and the vacuum energy (E v ) and with crystal momentum near the Brillouin zone center. [58][59][60][61] . For reference, the measured work function for each sample is added to the measured photoelectron kinetic energy.…”
Section: A Angle Resolved Two Photon Photoemission Measurementsmentioning
Two-photon photoemission measurements reveal a near-zero-dispersion empty electronic state, approximately 2.6 eV above the Fermi energy and near the Brillouin zone center, induced by oxygen intercalation at the graphene-Ir(111) interface. While oxygen intercalation leads to quasi-freestanding graphene, electron diffraction shows 2×2 periodicity due to the patterned intercalant. Near the zone center, large-wavevector zone folding, driven by this 2×2 periodicity, replicates states from near the Dirac cone that have little dispersion due to trigonal warping, explaining the nearly flat band. The zone-folding mechanism is supported by results from angle-resolved photoemission measurements and from density-functional-theory-based calculations of the unfolded energy bands. These results demonstrate zone-folding effects in graphene on a wavevector and energy scale that has largely been unexplored and may open new opportunities to engineer the graphene electronic states.
“…This selection rule for the image potential state is consistent with specific, previous measurements on graphite surfaces 61,64 . It is also consistent with the basic physical picture for dipole allowed transitions in ARPES.…”
Section: A Angle Resolved Two Photon Photoemission Measurementssupporting
confidence: 90%
“…AR-2PPE was used to probe the unoccupied bands E k at these interfaces with an energy range between the Fermi energy (E f ) and the vacuum energy (E v ) and with crystal momentum near the Brillouin zone center. [58][59][60][61] . For reference, the measured work function for each sample is added to the measured photoelectron kinetic energy.…”
Section: A Angle Resolved Two Photon Photoemission Measurementsmentioning
Two-photon photoemission measurements reveal a near-zero-dispersion empty electronic state, approximately 2.6 eV above the Fermi energy and near the Brillouin zone center, induced by oxygen intercalation at the graphene-Ir(111) interface. While oxygen intercalation leads to quasi-freestanding graphene, electron diffraction shows 2×2 periodicity due to the patterned intercalant. Near the zone center, large-wavevector zone folding, driven by this 2×2 periodicity, replicates states from near the Dirac cone that have little dispersion due to trigonal warping, explaining the nearly flat band. The zone-folding mechanism is supported by results from angle-resolved photoemission measurements and from density-functional-theory-based calculations of the unfolded energy bands. These results demonstrate zone-folding effects in graphene on a wavevector and energy scale that has largely been unexplored and may open new opportunities to engineer the graphene electronic states.
“…Among other effects, the electronic and lattice temperatures may be different, as has also been observed in graphite and van der Waals heterostructures [46][47][48], and deviations from the black body radiation law are possible. However, prior works have shown good agreement with the black body radiation law for CNTs [49,50].…”
We present a model to show that heat propagation away from a local source depends strongly on dimensionality, leading to dramatic localization in low-dimensional systems. An example of such a system is a carbon nanotube array. We further show that this localization is amplified due to a runaway mechanism if thermal conductivity declines rapidly with temperature. Extremely high temperatures of thousands of kelvins and gradients of hundreds of K/µm may thus be obtained in a conductor using a modest local power source such as a laser pointer. This is of fundamental importance for high-efficiency energy conversion through thermoelectric and thermionic mechanisms, as well as various other applications.the lack of quasiparticles [1, 2]. The other contribution to thermal conductivity is by phonons, making it difficult to maintain a high temperature difference across a device, but this contribution can in principle be made to be small, such as in the phonon-glass structures clathrates [3] and skutterudites [4]. Indeed, limiting heat flow across a conductor or semiconductor is the key challenge in the conversion of thermal to electrical energy. Low-dimensional systems can restrict heat flow due to spatial confinement of phonons and may provide a path to address this long-
“…When mobile electrons in graphene or graphite are excited by intense incoming light, they thermalize with each other within tens of femtoseconds and form a hot‐electron bath at a temperature that can be substantially higher than that of the lattice because of weak screening and strong electron–electron interactions in the material . Remarkably, electronic temperatures as high as 5500 K have been reported . Electron energy loss to phonons takes picoseconds, and for the electrons to reach equilibrium with both optical phonons and acoustic phonons, it takes hundreds of picoseconds to nanoseconds .…”
Section: Overview Of the Dynamics Of Heating And Cooling In Conductivmentioning
confidence: 99%
“…[9][10][11] Remarkably, electronic temperatures as high as 5500 K have been reported. [11] Electron energy loss to phonons takes picoseconds, and for the electrons to reach equilibrium with both optical phonons and acoustic phonons, it takes hundreds of picoseconds to nanoseconds. [12] (In these relaxation processes, radiative loss plays a negligible role.)…”
Section: Overview Of the Dynamics Of Heating And Cooling In Conductivmentioning
It is often desirable to cause rapid thermal cycles in isolated systems, and it is convenient to do so by means of radiant heating and cooling. In principle, the rate of heating is arbitrarily increased simply by applying sufficient irradiance. This is not true for cooling, wherein the radiant emittance of a surface is determined by its emissivity and temperature. In an optically thin structure, the cooling rate is determined by the ratio of the material's emissivity to its specific heat, a factor that is expected to be greater in materials with a short characteristic absorption length, such as graphite. Herein, several forms of carbon‐based nanostructures, which have very short thermal radiation attenuation lengths, and are very robust and can withstand the high temperatures required for substantial Planckian thermal radiant emittance, are examined. Rapid cooling times ranging from about 100 μs to 1 ms are observed in structures cooling from a typical high temperature of 1500 K to a low of roughly half that value. Such rapid extreme thermal cycling of isolated materials provides new opportunities, for both research and potentially practical applications.
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