相变与复杂系统的非平衡统计与热力学
1. Coercivity Landscape Characterizes Dynamic Hysteresis Editor's suggestion
M. Chen, X. H Zhao, and Y. H. Ma*, Phys. Rev. Lett. 136, 117102 (2026)
2. Minimal Model for Carnot Efficiency at Maximum Power Trending in PRL
S. Liang*, Y. H. Ma*, D. M. Busiello, P. D. L. Rios, Phys. Rev. Lett. 134, 027101 (2025)
3. Finite-time and finite-size scalings of coercivity in dynamic hysteresis
M. Chen, X. H Zhao*, and Y. H. Ma*, Phys. Rev. E 113, 034124 (2026)
4. Temperature fluctuations in mesoscopic systems
Z. Fei and Y. H. Ma*, Phys. Rev. E 109, 044101 (2024)
5. Quantum thermodynamic cycle with quantum phase transition
Y. H. Ma, S. H. Su, and C. P. Sun*, Phys. Rev. E 96, 022143 (2017)
有限时间热力学
1. Experimental test of the 1/t-scaling entropy generation in finite-time thermodynamics
Y. H. Ma, R. X. Zhai, J. F. Chen, C. P. Sun, and H. Dong*, Phys. Rev. Lett. 125, 210601 (2020)
2. Unified approach to power-efficiency trade-off relations of generic thermal machines
Y. H. Ma*, and C. Fu*, Phys. Rev. E 112, 054130 (2025)
3. Universal power-efficiency trade-off in battery charging
J. R. Lei, Y. Q. Lin, S. G. Ou, and Y. H. Ma*, Front. Phys. 20, 042202 (2025)
4. Finite-Time Thermodynamics of Battery Discharging: Power–Efficiency Trade-Off and Optimization
R. H. Liu, Y. Q. Lin*, and Y. H. Ma*, Entropy 28, 852 (2026)
5. Revisiting Endoreversible Carnot Engine: Extending the Yvon Engine
X. H. Zhao and Y. H. Ma*, Entropy 27, 195 (2025)
6. Optimizing thermodynamic cycles with two finite-sized reservoirs
H. Yuan, Y. H. Ma*, and C. P. Sun*, Phys. Rev. E 105, L022101 (2022) (Letter)
7. Consistency of optimizing finite-time Carnot engines with the low-dissipation model in the two-level atomic heat engine
Y. H. Ma, C. P. Sun, and H. Dong*, Commun. Theor. Phys. 73, 125101 (2021)
8. Effect of finite-size heat source's heat capacity on the efficiency of heat engine
Y. H. Ma, Entropy 22, 1002 (2020)
综述论文:
1. 能造出功率和效率都高的热机吗?——有限时间热力学的发展与展望. 马宇翰,董辉,孙昌璞*,物理 50(01),2021
2. 理想气体有限时间热力学实验平台的搭建与有限时间热力学的前沿研究. 翟若迅,马宇翰,董辉*,孙昌璞*,物理实验 44(06),2024
3. Finite-time thermodynamics: A journey beginning with optimizing heat engines, X. H. Zhao and Y. H. Ma*, Front. Phys. 20, 065500 (2025). 为合辑Roadmap on thermodynamics and thermal metamaterials中的一章
邀稿论文:非对称有限热源之间热机循环的基本热力学约束. 赵秀花,涂展春,马宇翰*,北京师范大学学报(自然科学版) 59(06),2023
信息热力学、随机热力学与量子热力学
1. Finite-time optimization of quantum szilard heat engine
T. J. Zhou, Y. H. Ma*, and C. P. Sun*, Phys. Rev. Res. 6, 043001 (2024)
2. Engineering ratchet-based particle separation via extended shortcuts to isothermality
X. H. Zhao, Z. C. Tu, and Y. H. Ma*, Phys. Rev. E 110, 034105 (2024)
3. Minimal Energy Cost to Initialize a Quantum Bit with Tolerable Error
Y. H. Ma, J. F. Chen, C. P. Sun, and H. Dong*, Phys. Rev. E 106, 034112 (2022)
4. Efficiency statistics of a quantum Otto cycle
Z. Fei, J. F. Chen, and Y. H. Ma*, Phys. Rev. A 105, 022609 (2022)
5. Universal constraint for efficiency and power of a low-dissipation heat engine
Y. H. Ma, D. Xu*, H. Dong*, and C. P. Sun*, Phys. Rev. E 98, 042112 (2018)
6. Optimal operating protocol to achieve efficiency at maximum power of heat engines
Y. H. Ma, D. Xu*, H. Dong*, and C. P. Sun, Phys. Rev. E 98, 022133 (2018)
7. Works with quantum resource of coherence
Y. H. Ma, C. L. Liu, and C. P. Sun*, arXiv: 2110.04550 (2021)
黑洞非正则辐射及信息关联方向
1. Non-thermal radiation of black holes off canonical typicality
Y. H. Ma, Q. Y. Cai, H. Dong, and C. P. Sun*, EPL 122, 30001 (2018)
2. Dark information of black hole radiation raised by dark energy
Y. H. Ma, J. F. Chen and C. P. Sun*, Nucl. Phys. B 931, 418 (2018)
3. Dark information in black hole with mimetic dark matter
Y. X. Liu*, Y. H. Ma, Y. Q. Wang, S. W. Wei, and C. P. Sun*, Symmetry 14, 118 (2022)
热力学与统计物理、量子力学基础问题
1. Simple realization of the polytropic process with a finite-sized reservoir
Y. H. Ma, Am. J. Phys. 91, 555 (2023)
2. The uniqueness of the integration factor associated with the exchanged heat in thermodynamics
Y. H. Ma, H. Dong, H. T. Quan, and C. P. Sun*, Fundamental Research 1, 6 (2021)
3. Maximum entropy approach to reliability
Y. M. Du, Y. H. Ma, F. Y. Wei, X. F. Guan, and C. P. Sun*, Phys. Rev. E 101, 012006 (2020)
4. The heat and work of quantum thermodynamic processes with quantum coherence
S. H. Su, J. F. Chen, Y. H. Ma, J. C. Chen, and C. P. Sun*, Chin. Phys. B 27, 060503 (2018).
Editor's suggestion
5. Decoherence of macroscopic objects from relativistic effect
G. H. Dong, Y. H. Ma, J. F. Chen, X. Wang, and C. P. Sun*, Chin. Phys. B 27, 100301 (2018).
Editor's suggestion
量子陀螺、量子行走、量子照明
1. Quantum sensing of rotation velocity based on transverse field Ising model
Y. H. Ma and C. P. Sun*, Eur. Phys. J. D 71, 249 (2017)
2. Directional quantum random walk induced by coherence
J. F. Chen, Y. H. Ma*, and C. P. Sun*, Front. Phys. 15, 21602 (2020)
3. Quantum illumination assistant with error-correcting codes
W. Z. Zhang, Y. H. Ma, J. F. Chen, and C. P. Sun*, New J. Phys. 22, 013011 (2020)
完整论文列表见Google学术主页:https://scholar.google.com/citations?hl=zh-CN&user=_7G8UhcAAAAJ&view_op=list_works&sortby=pubdate
物理教育教学方向代表论文(文章标题前标注(s)为指导本科生或中学生发表论文)
教育与教学研究
1. 基于测量工具制作过程的初中物理跨学科实践活动的设计——以“自制浮力秤”为例. 物理教师 45(03),2024
2. (s) 北京师范大学物理学术竞赛的发展及在拔尖创新人才培养中的作用. 大学物理 42(12),2023
3. 物理教育期刊对科研原始创新的推动. 大学物理 41(6),2022.
获评《大学物理》2022-2024年度优秀论文奖
4. 近10 年国内 PT 系列竞赛相关研究的发展与现状. 物理教师 43(02),2022
5. 中学生实验问题解决过程中科学能力的表现研究. 物理教师 43(12),2022.
被中国人民大学复印报刊资料《中学物理教与学》2023年第3期全文转载
6. 引力波观测支持黑洞面积定理. 大学物理 37(07),2018
7. Sagnac演示实验装置的设计. 大学物理 35(01),2016
国际青年物理学家锦标赛(IYPT)相关问题解决
1. (s) 粘性液膜在水平旋转柱体外的稳态行为. 大学物理 43(05),2024
2. (s) 撒克逊碗的下沉临界条件与沉没时间. 物理与工程 33(01),2023
3. (s) 刚性球体在转动环形凹槽内的动力学行为. 大学物理 41(10),2022
4. 一个有趣的热力学问题:硬币何时“翩翩起舞”? 大学物理 38(11),2019
5. 振荡" 星形" 水滴的实验研究. 物理实验 37(11), 2017
6. “磁滞刹车”现象中暂态过程的研究. 物理实验 35(04),2015
7. 弹性箍弹起最大高度的研究. 大学物理 34(01),2015
8. (s) In-class demonstration of the Zeeman effect: From qualitative observation to quantitative experiments. 物理与工程,2025(在线发表)
物理概念及问题讨论
1. 如何在两个黑洞间建造热机:从2023年CPhO决赛题说起. 大学物理 43(02),2024
2. 相速度和群速度超光速问题再辨析. 现代物理知识 34(01),2022
3. 旋转球体在空气中的运动轨迹:由2020年北京高考物理14题引发的思考. 物理与工程 31(02),2021
4. 负折射率材料及其成像规律:由2020年北京普高适应性测试物理卷第14题引发的思考. 物理通报 06,2021
5. 由对日偏食的简单观测估计日月直径. 物理教师 41(08),2020
6. 2019年北京高考物理24题引发的思考. 物理教师 41(01),2020