Abstract
IN view of the recent discovery of elements with atomic numbers 93–96, it is of interest to recall a calculation based on the assumption of a minimum proper length for the world-line of an electron1. The conception that it is impossible to discriminate in space-time between two positions of the electron when the interval separating them is less than h/m0c (m0 = rest mass) leads to the result that an electron in a Bohr orbit cannot have a velocity greater than c/2. A further consequence of this is that a K-ring cannot exist in an atom for which Z> hc/22pie2and this means that the Bohr-Rutherford model would stop at Z = 96. Although the original argument leading to this result cannot be regarded as free from objection in the light of modern quantum theory, the likelihood of some such limitation remains. A more recent application of the principle of minimum length and time to the Rutherford-Bohr atom sets the upper limit to Z somewhat lower than 962.
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FISHER, J., FLINT, H. X-Ray Spectra of Trans-Uranic Elements. Nature 159, 741 (1947). https://doi.org/10.1038/159741a0
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DOI: https://doi.org/10.1038/159741a0
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