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| INVARIANT REPRESENTATION OF THERMODYNAMICS AND GEOMETRIC STRUCTURE OF SPACE OF REVERSIBLE STATES |
| Liu Shuyi (Liu Shu-I) University of Science and Technology of China |
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Cite this article:
Liu Shuyi (Liu Shu-I) University of Science and Technology of China. INVARIANT REPRESENTATION OF THERMODYNAMICS AND GEOMETRIC STRUCTURE OF SPACE OF REVERSIBLE STATES. Acta Metall Sin, 1980, 16(1): 91-103.
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Abstract A Geometric invariant representution of thermodynamics in space Ω,Ω=∞~f states; f-degree of freedom,of reversible states is given in this paper. A reversible state is one attainable from∞~(f-1) directions (-dr)‖(-Δr) in Ω. A state function φ is distributed accordingto this law:■
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Received: 18 January 1980
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[1] Levi-civita, T., Absolute Differential Calculus, Rome, 1926．
[2] Slater, J.C., Introduction to Chemical Physics, 1939．
[3] 王竹溪,热力学,高等教育出版社,1953年.
[4] 刘叔仪,物理化学,中国科学技术大学,1963年,卷Ⅰ,热力学,p.14,25．g |
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