Hsing-Ta Chen

Hsing-Ta Chen

University of Pennsylvania

H-index: 13

North America-United States

About Hsing-Ta Chen

Hsing-Ta Chen, With an exceptional h-index of 13 and a recent h-index of 11 (since 2020), a distinguished researcher at University of Pennsylvania, specializes in the field of Nonadiabatic dynamics, Quantum electrodynamics, Quantum Monte Carlo.

His recent articles reflect a diverse array of research interests and contributions to the field:

Nature of polariton transport in a Fabry-Perot cavity

On the nature of two-photon transitions for a collection of molecules in a Fabry–Perot cavity

Transient dynamical phase diagram of the spin-boson model

Interplay between disorder, local relaxation, and collective behavior for an ensemble of emitters outside versus inside a cavity

Strong Coupling, Disordered Environments, and Chemistry Under Illumination

The interplay between disorder, local relaxation and collective behaviors for an ensemble of emitters outside vs inside cavity

Interplay between disorder and collective coherent response: Superradiance and spectral motional narrowing in the time domain

Methods to calculate electronic excited-state dynamics for molecules on large metal clusters with many states: Ensuring fast overlap calculations and a robust choice of phase

Hsing-Ta Chen Information

University

Position

Postdoctoral Researcher

Citations(all)

512

Citations(since 2020)

421

Cited By

277

hIndex(all)

13

hIndex(since 2020)

11

i10Index(all)

15

i10Index(since 2020)

14

Email

University Profile Page

Google Scholar

Hsing-Ta Chen Skills & Research Interests

Nonadiabatic dynamics

Quantum electrodynamics

Quantum Monte Carlo

Top articles of Hsing-Ta Chen

Nature of polariton transport in a Fabry-Perot cavity

Physical Review A

2024/3/19

On the nature of two-photon transitions for a collection of molecules in a Fabry–Perot cavity

The Journal of Chemical Physics

2024/3/7

Transient dynamical phase diagram of the spin-boson model

arXiv preprint arXiv:2402.18561

2024/2/28

Interplay between disorder, local relaxation, and collective behavior for an ensemble of emitters outside versus inside a cavity

Physical Review A

2023/8/9

Strong Coupling, Disordered Environments, and Chemistry Under Illumination

APS March Meeting Abstracts

2023

The interplay between disorder, local relaxation and collective behaviors for an ensemble of emitters outside vs inside cavity

arXiv preprint arXiv:2211.16325

2022/11/29

Interplay between disorder and collective coherent response: Superradiance and spectral motional narrowing in the time domain

Physical Review A

2022/11/2

Methods to calculate electronic excited-state dynamics for molecules on large metal clusters with many states: Ensuring fast overlap calculations and a robust choice of phase

Journal of Chemical Theory and Computation

2022/5/24

Modeling nonadiabatic dynamics with degenerate electronic states, intersystem crossing, and spin separation: A key goal for chemical physics

The Journal of Chemical Physics

2021/3/21

Dynamical properties of the spin-boson model using real-time quantum Monte Carlo

APS March Meeting Abstracts

2021

Quantum nondemolition photon counting with a hybrid electromechanical probe

Physical Review A

2020/12/7

A protocol for spectroscopists to isolate the effect of berry geometric magnetic forces on molecular dynamics

arXiv preprint arXiv:2008.09752

2020/8/22

Zeyu Zhou
Zeyu Zhou

H-Index: 3

Hsing-Ta Chen
Hsing-Ta Chen

H-Index: 9

On the proper derivation of the Floquet-based quantum classical Liouville equation and surface hopping describing a molecule or material subject to an external field

The Journal of Chemical Physics

2020/7/28

Hsing-Ta Chen
Hsing-Ta Chen

H-Index: 9

Zeyu Zhou
Zeyu Zhou

H-Index: 3

Modeling Collective Emission in Cavities by Phase Space Trajectories

Bulletin of the American Physical Society

2020/3/2

Nonadiabatic dynamics in a laser field: Using Floquet fewest switches surface hopping to calculate electronic populations for slow nuclear velocities

Journal of Chemical Theory and Computation

2020/2/11

See List of Professors in Hsing-Ta Chen University(University of Pennsylvania)

Co-Authors

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