1889Proceedings of the Royal Society of EdinburghRequires access

4. On the Mean Free Path, and the average Number of Collisions per particle per second in a Group of Equal Spheres

Tait

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Abstract

There is general agreement as to the value of the quantity nv, which expresses the fraction of the whole group whose members have speeds from v to v + dv; and as to the corresponding Mean Path pv,. The “mean,” in this case, is found according to the definition given by De Morgan:—

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There is general agreement as to the value of the quantity nv, which expresses the fraction of the whole group whose members have speeds from v to v + dv; and as to the corresponding Mean Path pv,. The “mean,” in this case, is found according to the definition given by De Morgan:—

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Available abstract

There is general agreement as to the value of the quantity nv, which expresses the fraction of the whole group whose members have speeds from v to v + dv; and as to the corresponding Mean Path pv,. The “mean,” in this case, is found according to the definition given by De Morgan:—

Key concepts: Mean free path, Mathematics, Mean value, Group (periodic table), Combinatorics, Path (computing), Value (mathematics), Physics

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