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H T Quan

Showing results (31-40 of 45) with videos related to

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Physical Review. E|July 15, 2016
Quantum-classical correspondence principle for work distributions in a chaotic systemLong Zhu, Zongping Gong, Biao Wu, et al.
Physical Review. E|December 20, 2023
Exploring quasiprobability approaches to quantum work in the presence of initial coherence: Advantages of the Margenau-Hill distributionJi-Hui Pei, Jin-Fu Chen, H T Quan
Physical Review. E|April 16, 2020
Quantum corrections to the entropy and its application in the study of quantum Carnot enginesTian Qiu, Zhaoyu Fei, Rui Pan, et al.
Physical Review. E|April 16, 2020
Path-integral approach to the calculation of the characteristic function of workTian Qiu, Zhaoyu Fei, Rui Pan, et al.
Physical Review Letters|June 27, 2025
Promoting Fluctuation Theorems into Covariant FormsJi-Hui Pei, Jin-Fu Chen, H T Quan
Physical Review Letters|May 16, 2020
Work Statistics across a Quantum Phase TransitionZhaoyu Fei, Nahuel Freitas, Vasco Cavina, et al.
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|October 13, 2007
Quantum thermodynamic cycles and quantum heat enginesH T Quan, Yu-xi Liu, C P Sun, et al.
Physical Review. E|September 16, 2022
Microscopic theory of the Curzon-Ahlborn heat engine based on a Brownian particleY H Chen, Jin-Fu Chen, Zhaoyu Fei, et al.
Physical Review Letters|May 23, 2006
Decay of Loschmidt echo enhanced by quantum criticalityH T Quan, Z Song, X F Liu, et al.
Physical Review Letters|March 16, 2018
Experimental Test of the Differential Fluctuation Theorem and a Generalized Jarzynski Equality for Arbitrary Initial StatesThai M Hoang, Rui Pan, Jonghoon Ahn, et al.
Pageof 5

Showing results (31-40 of 45) with videos related to

Sort By:
Pageof 5
Physical Review. E|July 15, 2016
Quantum-classical correspondence principle for work distributions in a chaotic systemLong Zhu, Zongping Gong, Biao Wu, et al.
Physical Review. E|December 20, 2023
Exploring quasiprobability approaches to quantum work in the presence of initial coherence: Advantages of the Margenau-Hill distributionJi-Hui Pei, Jin-Fu Chen, H T Quan
Physical Review. E|April 16, 2020
Quantum corrections to the entropy and its application in the study of quantum Carnot enginesTian Qiu, Zhaoyu Fei, Rui Pan, et al.
Physical Review. E|April 16, 2020
Path-integral approach to the calculation of the characteristic function of workTian Qiu, Zhaoyu Fei, Rui Pan, et al.
Physical Review Letters|June 27, 2025
Promoting Fluctuation Theorems into Covariant FormsJi-Hui Pei, Jin-Fu Chen, H T Quan
Physical Review Letters|May 16, 2020
Work Statistics across a Quantum Phase TransitionZhaoyu Fei, Nahuel Freitas, Vasco Cavina, et al.
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|October 13, 2007
Quantum thermodynamic cycles and quantum heat enginesH T Quan, Yu-xi Liu, C P Sun, et al.
Physical Review. E|September 16, 2022
Microscopic theory of the Curzon-Ahlborn heat engine based on a Brownian particleY H Chen, Jin-Fu Chen, Zhaoyu Fei, et al.
Physical Review Letters|May 23, 2006
Decay of Loschmidt echo enhanced by quantum criticalityH T Quan, Z Song, X F Liu, et al.
Physical Review Letters|March 16, 2018
Experimental Test of the Differential Fluctuation Theorem and a Generalized Jarzynski Equality for Arbitrary Initial StatesThai M Hoang, Rui Pan, Jonghoon Ahn, et al.
Pageof 5