The Photoelectric Absorption of Gamma Rays
Published online by Cambridge University Press: 24 October 2008
Extract
No satisfactory formula has so far been derived theoretically for the photoelectric absorption of X-rays and γ-rays. The empirical law
has hitherto been generally accepted as giving approximately the variation of the photoelectric absorption coefficient per electron, with atomic number Z and wave length λ for X-rays of wave length greater than 100 X.U., and the validity of this law has often been assumed for γ-rays also.
- Type
- Research Article
- Information
- Mathematical Proceedings of the Cambridge Philosophical Society , Volume 27 , Issue 1 , January 1931 , pp. 103 - 112
- Copyright
- Copyright © Cambridge Philosophical Society 1931
References
* Trans. Roy. Soc. Canada, vol. 21, Sect. III, p. 7 (1927).Google Scholar
* Phys. Rev., vol. 27, p. 226 (1926); vol. 28, p. 907 (1926).Google Scholar
† Verhand. der Deutsch. Phys. Gesell., vol. 3, p. 6 (1928).Google Scholar
‡ Proc. Roy. Soc., A, vol. 128, p. 345 (1930).Google Scholar
§ Phys. Zeit., vol. 31, p. 947 (1930).Google Scholar
∥ Amer. Nat. Acad., vol. 16, p. 431 (1930).Google Scholar
¶ Proc. Roy. Soc., A, vol. 129, p. 180 (1930).Google Scholar
** Zeit. f. Physik, vol. 43, p. 354 (1927)Google Scholar; vol. 58, p. 595 (1929).
* Proc. Roy. Soc., vol. 105, p. 507 (1924).Google Scholar
* Wien. Ber., vol. 126, p. 887 (1917)Google Scholar. The data represented by this curve have been derived in the following manner. The recorded experimental data are the ionisation currents, with and without the absorber in position, for 8 degrees of filtering between 0.3 and 1.84 cm. together with the natural activity of the chamber. The filter curve has been reconstructed for each element and the absorption co-efficient determined by graphical methods.
* Proc. Roy. Soc., A, vol. 129, p. 180 (1930)Google Scholar.
† For a better appreciation of the difficulties involved in the interpretation of the experimental results reference should be made to this paper.
* Comptes rendus, vol. 188, p. 64 (1929).Google Scholar
† Phil. Mag., vol. 44, p. 300 (1922).Google Scholar
‡ Phil. Mag.,, vol. 6, p. 745 (1928).Google Scholar
* Wien. Ber., vol. 126, p. 441 (1917).Google Scholar
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