Huan An

Dr. Huan An


Research Focus & Metrics

Academic Career Length

5Years (2022-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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22 June 2023 in Journal of Cluster Science
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AKAbduhalik Kadir
Abduhalik Kadir
MXMei Xiang
Mei Xiang
BABumaliya Abulimiti
Bumaliya Abulimiti
HAHuan An
Huan An

17 May 2022 in The European Physical Journal D
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Journal Article
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HAHuan An
Huan An
MXMei Xiang
Mei Xiang
BABumaliya Abulimiti
Bumaliya Abulimiti
JZJingyan Zhen
Jingyan Zhen

20 February 2023 in Molecules
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Journal Article
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BABumaliya Abulimiti
Bumaliya Abulimiti
HAHuan An
Huan An
ZGZhenfei Gu
Zhenfei Gu
XDXulan Deng
Xulan Deng
Bing ZhangBing Zhang
Bing Zhang
JWJie Wei
Jie Wei
Quantum beat frequency is the basis for understanding interference effects and vibrational wave packet dynamics and has important applications. Using femtosecond time-resolved mass spectrometry and femtosecond time-resolved photoelectron image combined with theoretical calculations, we study the electronic excited-state relaxation of o-fluoraniline molecule and the time-dependent evolution of vibrational wave packets between different eigenstates. After the molecule absorbs a photon of 288.3 nm and is excited to the S1 state, intramolecular vibrational redistribution first occurs on the time scale τ1 = 349 fs, and then the transition to the triplet state occurs through the intersystem crossing on the time scale τ2 = 583 ps, and finally, the triplet state occurs decays slowly through the time scale τ3 = 2074 ps. We find the intramolecular vibrational redistribution is caused by the 00, 10b1 and 16a1 vibrational modes of the Sl state origin. That is, the 288.3 nm femtosecond laser excites the molecule to the S1 state, and the continuous flow of the vibrational wave packet prepares a coherent superposition state of three vibrational modes. Through extracting the oscillation of different peak intensities in the photoelectron spectrum, we observe reversible changes caused by mutual interference of the S1 00, S1 10b1 and S1 16a1 states when the wave packets flow. When the pump pulse is 280 nm, the beat frequency disappears completely. This is explained in terms of increases in the vibrational field density and characteristic period of oscillation, and statistical averaging makes the quantum effect smooth and indistinguishable. In addition, the Rydberg component of the S1 state is more clearly resolved by combining experiment and theory.