2023
DOI: 10.1103/physrevapplied.19.014005
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Electronic and Thermal Response of Low-Electron-Density Drude Materials to Ultrafast Optical Illumination

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Cited by 9 publications
(31 citation statements)
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“…At a few tens to hundreds of picoseconds, the metal undergoes thermally induced acoustic oscillations, and finally, the system reaches thermal equilibrium via heat transfer to the environment. Similar heat dynamics occur in low electron density Drude metals, as well as graphene and other 2D (semi)­metals, albeit with shorter time scales: thermalization within the electron system occurs within tens of femtoseconds, followed by electron–phonon-induced cooling on a picosecond time scale …”
Section: Introductionmentioning
confidence: 76%
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“…At a few tens to hundreds of picoseconds, the metal undergoes thermally induced acoustic oscillations, and finally, the system reaches thermal equilibrium via heat transfer to the environment. Similar heat dynamics occur in low electron density Drude metals, as well as graphene and other 2D (semi)­metals, albeit with shorter time scales: thermalization within the electron system occurs within tens of femtoseconds, followed by electron–phonon-induced cooling on a picosecond time scale …”
Section: Introductionmentioning
confidence: 76%
“…η c , v ( T e ( t ), T l ( t ), t ) = (η c ( T e ( t ), T l ( t ), t ) + η v )/2 is the average level broadening (namely, damping or collision rate) with the indices c and v signifying the final and the initial states in the absorption event. Specifically, η c = η c ,e–e + η c ,e–ph is the damping rate following Matthiessen’s rule, where η c ,e–e and η c ,e–ph are, respectively, the collision rates associated with the electron–electron and electron–phonon interactions. , These temperature- and time-dependent rates are calculated by taking the functional derivative of the corresponding interaction terms with respect to the electron distribution. , η v = 0.1 fs –1 is the collision rate associated with the electrons in the d-band; it is assumed to be time-independent since the electron distribution in the d-band remains nearly unchanged over time. This is due to the high density of states of the d-band.…”
Section: Methodsmentioning
confidence: 99%
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“…These studies are currently unveiling the key role of momentum conservation in the electron−phonon interaction in such low-electron-density Drude materials, which leads them to support 8-fold electron temperatures compared to standard plasmonic materials under analogous illumination conditions (Figure 5i). 190,191 Advances in the quest to achieve single-cycle modulation time scales at near-optical frequencies are further stimulating new theoretical developments toward the efficient modeling of time-varying media. Time-varying effects in subwavelength nanostructures introduce unique challenges, 193 as the spatial and temporal scales involved can span several orders of magnitude, and their resolution needs to be comparable in finite-differencing schemes to ensure numerical stability.…”
Section: ■ Enz Media For Time-varying Photonicsmentioning
confidence: 99%