Geometrical Theory of Convex Molecules in Non-Uniform Gases
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概要
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Geometrical theory of convex molecules in uniform gases (T. Kihara, Revs. Modern Physics, 25 (1953) 831, 27 (1955) 412) is generalized to that in non-uniform gases when molecules are represented by rigid convex bodies without any additional intermolecular force. For this representation collisions between heavy molecules and light spherical molecules are treated exactly. Shape and size of several molecules are determined from diffusion coefficient. A "geometrical approximation" is suggested for more general cases.
- 社団法人日本物理学会の論文
- 1957-06-05
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