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‘Crucial’ Experiments: A Case Study

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Progress and Rationality in Science

Part of the book series: Boston Studies in the Philosophy of Science ((BSPS,volume 58))

Abstract

In this section I shall discuss a famous experiment. It was carried out by Kaufmann in 1905 and was intended to be crucial between two rival theories of the electron: a classical theory elaborated by Abraham and the new relativistic theory proposed by Lorentz and Einstein.

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Notes

  1. See Feyerabend [1972].

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  2. See Kaufmann [1905].

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  3. See Planck [1906a].

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  4. See Planck [1906b].

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  5. See Planck [1907].

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  6. This is explained in detail above in Section 2.

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  7. Thus we have two conflicting intuitions: the intuition that, if any one of Kaufmanns results is satisfactorily explained, then all of them are; and the intuition that Planck’s achievement would have been greater, had he not worked backwards from at least one experimental result to the determination of the auxiliary hypothesis K E . I would argue (see also Section 2) that the conflict ought to be resolved in favour of the second intuition; this anyway does not involve much modification of the first intuition.

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  8. In fact, this procedure is as follows: T A is Abraham’s hypothesis. K Ai is of the form R(w)&(w = w Ai ), where w Ai is a numerical value uniquely determined by T A &R(w)&a i &b i . That is: (TA&P(w)&ai&bi)→(w = w Ai See equivalence (9).

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  9. Though this involved an idealisation, as indicated above.

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  10. See Lorentz [1906], p. 212.

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  11. See Zahar [1973].

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  12. See Lorentz [1906], p. 339, Note 86.

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  13. See Bucherer [1908].

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  14. See Bucherer [1908], p. 525.

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  15. See Lorentz [1914].

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  16. I argue this more fully in my [1973].

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  17. My italics and translation. Planck’s actual words were: “Wäre [w] bei einer Theorie für alle Ablenkungen gleich gross, so könnte man sagen, dass für diese Theorie alle von Herrn Kaufmann gemessenen Ablenkungen vollständig erklärt werden…”. See Planck [1907], p. 213.

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  18. In fact both zi, and yi are obtained through an averaging process over a (finite) range of measured entities. Thus z i and yi0 are not, strictly speaking, the ‘observed’ coordinates of a single electron.

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  19. Cf. p. 84.

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  20. See e.g. (65)E.

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  21. See e.g. (65)A.

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  22. See (20).

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  23. See (16).

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  24. See (25) and (26).

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  25. See p. 83.

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  26. e.g. y3 = 0.0506, y AJ = 0.0526, y = 0.0555. Cf. Planck [1906b], p. 129.

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  27. See (iii).

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  28. For the meanings of ai and b i see (16).

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© 1978 D. Reidel Publishing Company, Dordrecht, Holland

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Zahar, E. (1978). ‘Crucial’ Experiments: A Case Study. In: Radnitzky, G., Andersson, G. (eds) Progress and Rationality in Science. Boston Studies in the Philosophy of Science, vol 58. Springer, Dordrecht. https://doi.org/10.1007/978-94-009-9866-7_4

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  • DOI: https://doi.org/10.1007/978-94-009-9866-7_4

  • Publisher Name: Springer, Dordrecht

  • Print ISBN: 978-90-277-0922-6

  • Online ISBN: 978-94-009-9866-7

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