Complex energies of the coherent longitudinal optical phonon–plasmon coupled mode according to dynamic mode decomposition analysis

Abstract In a dissipative quantum system, we report the dynamic mode decomposition (DMD) analysis of damped oscillation signals. We used a reflection-type pump-probe method to observe time-domain signals, including the coupled modes of long-lived longitudinal optical phonons and quickly damped plasm...

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Autores principales: Itsushi Sakata, Takuya Sakata, Kohji Mizoguchi, Satoshi Tanaka, Goro Oohata, Ichiro Akai, Yasuhiko Igarashi, Yoshihiro Nagano, Masato Okada
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Publicado: Nature Portfolio 2021
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Acceso en línea:https://doaj.org/article/2989eb4e767c48b9a772a2beb2beddeb
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spelling oai:doaj.org-article:2989eb4e767c48b9a772a2beb2beddeb2021-12-05T12:15:55ZComplex energies of the coherent longitudinal optical phonon–plasmon coupled mode according to dynamic mode decomposition analysis10.1038/s41598-021-02413-w2045-2322https://doaj.org/article/2989eb4e767c48b9a772a2beb2beddeb2021-11-01T00:00:00Zhttps://doi.org/10.1038/s41598-021-02413-whttps://doaj.org/toc/2045-2322Abstract In a dissipative quantum system, we report the dynamic mode decomposition (DMD) analysis of damped oscillation signals. We used a reflection-type pump-probe method to observe time-domain signals, including the coupled modes of long-lived longitudinal optical phonons and quickly damped plasmons (LOPC) at various pump powers. The Fourier transformed spectra of the observed damped oscillation signals show broad and asymmetric modes, making it difficult to evaluate their frequencies and damping rates. We then used DMD to analyze the damped oscillation signals by precisely determining their frequencies and damping rates. We successfully identified the LOPC modes. The obtained frequencies and damping rates were shown to depend on the pump power, which implies photoexcited carrier density. We compared the pump-power dependence of the frequencies and damping rates of the LOPC modes with the carrier density dependence of the complex eigen-energies of the coupled modes by using the non-Hermitian phenomenological effective Hamiltonian. Good agreement was obtained between the observed and calculated dependences, demonstrating that DMD is an effective alternative to Fourier analysis which often fails to estimate effective damping rates.Itsushi SakataTakuya SakataKohji MizoguchiSatoshi TanakaGoro OohataIchiro AkaiYasuhiko IgarashiYoshihiro NaganoMasato OkadaNature PortfolioarticleMedicineRScienceQENScientific Reports, Vol 11, Iss 1, Pp 1-10 (2021)
institution DOAJ
collection DOAJ
language EN
topic Medicine
R
Science
Q
spellingShingle Medicine
R
Science
Q
Itsushi Sakata
Takuya Sakata
Kohji Mizoguchi
Satoshi Tanaka
Goro Oohata
Ichiro Akai
Yasuhiko Igarashi
Yoshihiro Nagano
Masato Okada
Complex energies of the coherent longitudinal optical phonon–plasmon coupled mode according to dynamic mode decomposition analysis
description Abstract In a dissipative quantum system, we report the dynamic mode decomposition (DMD) analysis of damped oscillation signals. We used a reflection-type pump-probe method to observe time-domain signals, including the coupled modes of long-lived longitudinal optical phonons and quickly damped plasmons (LOPC) at various pump powers. The Fourier transformed spectra of the observed damped oscillation signals show broad and asymmetric modes, making it difficult to evaluate their frequencies and damping rates. We then used DMD to analyze the damped oscillation signals by precisely determining their frequencies and damping rates. We successfully identified the LOPC modes. The obtained frequencies and damping rates were shown to depend on the pump power, which implies photoexcited carrier density. We compared the pump-power dependence of the frequencies and damping rates of the LOPC modes with the carrier density dependence of the complex eigen-energies of the coupled modes by using the non-Hermitian phenomenological effective Hamiltonian. Good agreement was obtained between the observed and calculated dependences, demonstrating that DMD is an effective alternative to Fourier analysis which often fails to estimate effective damping rates.
format article
author Itsushi Sakata
Takuya Sakata
Kohji Mizoguchi
Satoshi Tanaka
Goro Oohata
Ichiro Akai
Yasuhiko Igarashi
Yoshihiro Nagano
Masato Okada
author_facet Itsushi Sakata
Takuya Sakata
Kohji Mizoguchi
Satoshi Tanaka
Goro Oohata
Ichiro Akai
Yasuhiko Igarashi
Yoshihiro Nagano
Masato Okada
author_sort Itsushi Sakata
title Complex energies of the coherent longitudinal optical phonon–plasmon coupled mode according to dynamic mode decomposition analysis
title_short Complex energies of the coherent longitudinal optical phonon–plasmon coupled mode according to dynamic mode decomposition analysis
title_full Complex energies of the coherent longitudinal optical phonon–plasmon coupled mode according to dynamic mode decomposition analysis
title_fullStr Complex energies of the coherent longitudinal optical phonon–plasmon coupled mode according to dynamic mode decomposition analysis
title_full_unstemmed Complex energies of the coherent longitudinal optical phonon–plasmon coupled mode according to dynamic mode decomposition analysis
title_sort complex energies of the coherent longitudinal optical phonon–plasmon coupled mode according to dynamic mode decomposition analysis
publisher Nature Portfolio
publishDate 2021
url https://doaj.org/article/2989eb4e767c48b9a772a2beb2beddeb
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