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4. On Vortex Atoms

Published online by Cambridge University Press:  15 September 2014

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Extract

After noticing Helmholtz's admirable discovery of the law of vortex motion in a perfect liquid, that is, in a fluid perfectly destitute of viscosity (or fluid friction), the author said that this discovery inevitably suggests the idea that Helmholtz's rings are the only true atoms. For the only pretext seeming to justify the monstrous assumption of infinitely strong and infinitely rigid pieces of matter, the existence of which is asserted as a probable hypothesis by some of the greatest modern chemists in their rashly-worded introductory statements, is that urged by Lucretius and adopted by Newton; that it seems necessary to account for the unalterable distinguishing qualities of different kinds of matter. But Helmholtz has proved an absolutely unalterable quality in the motion of any portion of a perfect liquid, in which the peculiar motion which he calls “wirbel-bewegung” has been once created. Thus, any portion of a perfect liquid which has “wirbel-bewegung” has one recommendation of Lucretius' atoms—infinitely perennial specific quality. To generate or to destroy “wirbel-bewegung” in a perfect fluid can only be an act of creative power. Lucretius' atom does not explain any of the properties of matter without attributing them to the atom itself.

Type
Proceedings 1866-67
Copyright
Copyright © Royal Society of Edinburgh 1869

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References

page 98 note * [Note, April 25, 1867.—The author has recently seen reason for believing that the sodium characteristic might be realised by a certain configuration of a single line of vortex core to be described in the mathematical paper which he intends to communicate to the Society.].

page 99 note * The diagram represents precisely the convex outline referred to, and the lines of motion of the interior fluid carried along by the vortex, for the case of a double vortex consisting of two infinitely long, parallel straight vortices of equal rotations in opposite directions. The curves have been drawn by Mr D. M'Farlane, from calculations which he has performed by means of the equation of the system of curves, which is

The proof will be given in the mathematical paper which the author intends to communicate in a short time to the Royal Society of Edinburgh.

page 100 note * That is to say, a circular conductor with a current of electricity maintained circulating through it.