2020
DOI: 10.1002/adfm.202004555
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Heat Transport without Heating?—An Ultrafast X‐Ray Perspective into a Metal Heterostructure

Abstract: When the spatial dimensions of metallic heterostructures shrink below the mean free path of its conduction electrons, the transport of electrons and hence the transport of thermal energy by electrons continuously changes from diffusive to ballistic. Electron-phonon coupling sets the mean free path to the nanoscale and the time for equilibration of electron and lattice temperatures to the picosecond range. A particularly intriguing situation occurs in trilayer heterostructures combining metals with very differe… Show more

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Cited by 22 publications
(40 citation statements)
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“…The twotemperature model includes an enhanced electronic heat conductivity κ e = κ 0 × T e /T ph compared with the equilibrium value κ 0 . This enhancement is due to the reduction of the electron-phonon scattering channel if the lattice of Cu is cold compared with its electronic system [32]. The main difference to the previous paper is that the magnetic layer now is the insulating Bi-YIG, which cannot accept the thermal energy in the form of hot electrons.…”
Section: Sample Characterization and Experimental Methodsmentioning
confidence: 80%
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“…The twotemperature model includes an enhanced electronic heat conductivity κ e = κ 0 × T e /T ph compared with the equilibrium value κ 0 . This enhancement is due to the reduction of the electron-phonon scattering channel if the lattice of Cu is cold compared with its electronic system [32]. The main difference to the previous paper is that the magnetic layer now is the insulating Bi-YIG, which cannot accept the thermal energy in the form of hot electrons.…”
Section: Sample Characterization and Experimental Methodsmentioning
confidence: 80%
“…Figure 1 shows the UXRD study of the heterostructure, performed with femtosecond x-ray diffraction using a tabletop laser-driven plasma source [47]. In full analogy to the recent publication on a Pt/Cu/Ni heterostructure [32], we were able to model the time-resolved strain in Pt, Cu, and Bi-YIG with a two-temperature model in combination with a one-dimensional masses-and-springs model, using the software package udkm1Dsim-toolbox [48]. The twotemperature model includes an enhanced electronic heat conductivity κ e = κ 0 × T e /T ph compared with the equilibrium value κ 0 .…”
Section: Sample Characterization and Experimental Methodsmentioning
confidence: 97%
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