2019
DOI: 10.1021/acs.jpclett.9b02437
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Ultrafast Tracking of Exciton and Charge Carrier Transport in Optoelectronic Materials on the Nanometer Scale

Abstract: We present a novel optical transient absorption and reflection microscope based on a diffraction-limited pump pulse in combination with a wide-field probe pulse, for the spatiotemporal investigation of ultrafast population transport in thin films. The microscope achieves a temporal resolution down to 12 fs and simultaneously provides sub-10 nm spatial accuracy. We demonstrate the capabilities of the microscope by revealing an ultrafast excited-state exciton population transport of up to 32 nm in a thin film of… Show more

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Cited by 51 publications
(56 citation statements)
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“…A similar relaxation dynamics was found by Schnedermann et al. [ 38 ] by using optical transient absorption spectroscopy in the context of exciton and charge transport in a thin pentacene film. As we describe further below the polaron is a highly dynamical species constantly changing shape and extension.…”
Section: Figuresupporting
confidence: 85%
“…A similar relaxation dynamics was found by Schnedermann et al. [ 38 ] by using optical transient absorption spectroscopy in the context of exciton and charge transport in a thin pentacene film. As we describe further below the polaron is a highly dynamical species constantly changing shape and extension.…”
Section: Figuresupporting
confidence: 85%
“…A near-diffraction-limited pump pulse, centred at 580 nm (Supplementary Fig. 4), was used to excite the sample, generating a gaussian shaped excited carrier distribution 25 . A time-delayed wide-field probe pulse was applied to spatially resolve the transient response and therefore monitor the distribution of carrier population as a function of time.…”
mentioning
confidence: 99%
“…Interestingly, two distinct transport regimes seem to exist in the MSD profiles: a very fast initial expansion of the exciton distribution within the first ~300 fs upon photoexcitation, followed by a much slower expansion (up to 4 ps time window of measurement). To test whether it is a two-step diffusion process or an anomalous diffusion process, we fitted the MSD evolution with the power law equation as MSD = 2Dt α , where D is the diffusivity and α is the diffusion exponent 7,14,15,18 . We noticed that the MSD profiles cannot be fitted by a single power law equation, due to the abrupt transition from the fast to the slow expansion stage (Supplementary Discussion 1 and Supplementary Fig.…”
mentioning
confidence: 99%
“…2b as an example. Within the range of t0 < t < tfast, the dynamics can be well described by a power law equation where α = 1, signifying that the initial exciton transport is diffusive 7,8,14,15,18 . The corresponding diffusivity (Dfast) can therefore be extracted from the slope of the fitted line.…”
mentioning
confidence: 99%
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