Proceedings of the Physico-Mathematical Society of Japan. 3rd Series
Online ISSN : 2185-2707
Print ISSN : 0370-1239
ISSN-L : 0370-1239
On the Magnetic Properties of the Perfect Conductor and the Superconductor
Ziro MIKURA
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1940 Volume 22 Issue 8-9 Pages 733-746

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Abstract
Since the discovery of the Meissner-Ochsenfeld effect, it has been believed that superconducting cannot be interpreted as a phenomenon of infin- ite conductivity. But it will be shown in this paper that a body of very large conductivity with a great number of electrons moving freely in random directions behaves itself in a magnetic field in the same manner as the superconductor. It will also be shown that the conduction electrons in a normal metal, in addition to the ordinary Landau's diamagnetism, may yield quite a different kind of diamagnetism
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© The Physical Society of Japan and The Mathematical Society of Japan
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