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LIU Quanhui.
The fact that heat capacity is zero as temperature approaches zero cannot be used as a statement of the third law of thermodynamics
[J]. College Physics, 2026, 45(5): 1-.
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| [2] |
ZHONG Miao.
Analyzing reaction mechanism and kinetics using thermodynamics principles
[J]. College Physics, 2026, 45(5): 9-.
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| [3] |
Wei Yuxin1, Xu Bo2, Liu Quanhui2.
A new method to eliminate the Gibbs paradox in statistical physics
[J]. College Physics, 2025, 44(5): 65-.
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| [4] |
LI Yuanchang, LIU Yulong, LIU Peng, LV Yongjun, LI Jungang.
Understanding the Boltzmann microscopic interpretation of the second law of thermodynamics from the Stirling formula
[J]. College Physics, 2025, 44(2): 45-.
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| [5] |
Hai-Jun Zhou.
Entropy conservation and entropy increase of ideal gas system on a ring
[J]. College Physics, 2025, 44(10): 1-.
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| [6] |
LIU Yu-zhen1, LU Li-ping2, .
Introducing the fractal finger experiment into the teaching of solid state physics
[J]. College Physics, 2024, 43(12): 24-.
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| [7] |
GE Bao-an.
The concept and nature of light
[J]. College Physics, 2022, 41(5): 25-.
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| [8] |
LIU Zhi-guo, ZHANG Yao-hui, WANG Xian-jie, ZHANG Ling-li, HUANG Xi-qiang, WANG Xiao-ou, ZHANG Yu .
Relationship between thermodynamic probability and molecular number of ideal gas
[J]. College Physics, 2022, 41(10): 15-.
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| [9] |
LUO Jie, QIAN Jun.
Home experiment: fractal geometry of crumpled paper ball
[J]. College Physics, 2021, 40(10): 73-.
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| [10] |
ZHENG Xiao, MA Shaoqiang, ZHANG Guofeng.
Quantum uncertainty relation
[J]. College Physics, 2020, 39(12): 8-12.
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| [11] |
LI Jun, WANG Zhicheng, WU Yuxuan, YUAN Zhi, .
The extension of the concept of entropy ———from thermal entropy to information entropy
[J]. College Physics, 2020, 39(10): 29-33.
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| [12] |
DONG Zhan-hai.
An easy-to-understand teaching method about entropy
[J]. College Physics, 2020, 39(05): 33-37.
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| [13] |
SHAO Qing-rong, WU Jing-yan, LIN Qian-ru, QIU Wei-gang.
The distribution of currents on a triangular fractal network
[J]. College Physics, 2019, 38(7): 58-.
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| [14] |
LIN Bing-sheng, HENG Tai-hua.
Some definitions of quantum entropy based on Wigner function
[J]. College Physics, 2019, 38(3): 1-3.
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| [15] |
ZHAO Yun-he1,MA Yu-han2,3.
Gravitational wave observations support the black hole area theorem
[J]. College Physics, 2018, 37(7): 25-27.
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