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Ochsenfeld, and Meissner

As a consequence of zero-resistance, the electric field everywhere within a superconductor is zero [16], In 1933, Meissner and Ochsenfeld showed that the magnetic induction within a superconductor is also zero-valued [17], As a consequence of this phenomenon, termed the Meissner effect", all magnetic flux is expelled from the interior of a perfect superconductor, and the material acts as a perfect diamagnet (Fig. [Pg.41]

The Meissner effect is the repulsion of a magnetic field from the interior of a superconductor below its critical temperature. Whereas a weak magnetic field is totally excluded from the interior of a superconductor, a very strong magnetic field will penetrate the material and concurrently lower the critical transition temperature of the superconductor. W. Meissner and R. Ochsenfeld discovered the Meissner effect in 1933. [Pg.1207]

Meissner, Walther (1882-1974) and his graduate student Robert Ochsenfeld (1901-1993), both Germans working in Berlin, discovered in 1933 that a superconducting material repels a magnetic field— behaving as a perfect diamagnet. The effect became known as the Meissner (or Meissner-Ochsenfeld) effect... [Pg.617]

In 1935, Fritz and Heinz London (London and London, 1935) provided a first phenomenological approach to the theory of superconductivity. Using the concept of a superelectron with twice the electron s mass and charge, the London equations described very well the properties of a superconductor that is, its infinite electric conductivity as well as the decay of the magnetic field in a thin surface layer of a superconductor (the Meissner-Ochsenfeld effect) (see Appendix E). [Pg.320]

In the classical model of superconductivity, the London equations (London and London 1935) are equivalent to Ohm s law j = o-E for a normal electric conductor. The first of the London equations [Eq. (E.l)] represents a conductor with R = 0, while the second [Eq. (E.2)] is equivalent to the Meissner-Ochsenfeld effect (Figure E.l), and describes the decay of a magnetic field within a thin surface layer characterized by the penetration depth,... [Pg.525]


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See also in sourсe #XX -- [ Pg.340 ]




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