2019
DOI: 10.1039/c9tc01584a
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Coherent acoustic phonons and ultrafast carrier dynamics in hetero-epitaxial BaTiO3–BiFeO3 films and nanorods

Abstract: The desire for multifunctional devices has driven significant research toward exploring multiferroics, where the coupling between electric, magnetic, optical, and structural order parameters can provide new functionality.

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Cited by 10 publications
(4 citation statements)
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“…In particular, the stronger photoelasticity of the SRO for the probe light was reported in comparison with the rather common values of the photoelastic coefficients of the STO [59]. In our samples, the contribution to ∆R/R from the CAP reflected by SRO transducer is expected to be nearly completely suppressed due to the well-known close-to-perfect matching of the longitudinal acoustic impedance of SRO to that of STO and BaTiO 3 (BTO) [46,49,64]. This expected, nearly perfect matching of the BST0.4 film, of the SRO optoacoustic generator and of the STO substrate is the reason for the absence of any pronounced temporal oscillations corresponding to the vibrational eigen modes of the film and of the optoacoustic transducer in the signals presented in Figure 5c [28,30,31,65,66].…”
supporting
confidence: 55%
“…In particular, the stronger photoelasticity of the SRO for the probe light was reported in comparison with the rather common values of the photoelastic coefficients of the STO [59]. In our samples, the contribution to ∆R/R from the CAP reflected by SRO transducer is expected to be nearly completely suppressed due to the well-known close-to-perfect matching of the longitudinal acoustic impedance of SRO to that of STO and BaTiO 3 (BTO) [46,49,64]. This expected, nearly perfect matching of the BST0.4 film, of the SRO optoacoustic generator and of the STO substrate is the reason for the absence of any pronounced temporal oscillations corresponding to the vibrational eigen modes of the film and of the optoacoustic transducer in the signals presented in Figure 5c [28,30,31,65,66].…”
supporting
confidence: 55%
“…The oscillations appear at a time when this acoustic strain reaches the interface between the film and substrate. As the acoustic phonons are the carriers of heat and sound in the material, we can roughly estimate the sound velocity in the films by relation as: t = L vs , where t is the time at which the oscillations appear, L is the film thickness, and v s is the sound velocity [20]. For the L25ENO and P50ENO films, v s was found to be 3.75 km s −1 and 3 km s −1 , respectively.…”
Section: Metallic Statesmentioning
confidence: 99%
“…[21]. Damping of the acoustic phonon modulation could be due to the transmission of the acoustic waves to the substrate, which acts as a heat sink and depends on how well the acoustic impedances are matched between the film and substrate [14,20]. Here, the difference in the speed of sound can have several reasons, for example, the different wavelengths of pump and probe [22], uncertainty in film thickness, disorder, epitaxial strain, etc.…”
Section: Metallic Statesmentioning
confidence: 99%
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