The Meissner effect puzzle and the quantum force in superconductor

Abstract

The puzzle of the acceleration of the mobile charge carriers and the ions in the superconductor in direction opposite to the electromagnetic force revealed formerly in the Meissner effect is considered in the case of the transition of a narrow ring from normal to superconducting state. It is elucidated that the azimuthal quantum force was deduced eleven years ago from the experimental evidence of this acceleration but it can not solve this puzzle. This quantum force explains other paradoxical phenomena connected with reiterated switching of the ring between normal and superconducting states.

7 pages, 1 figure. arXiv admin note: substantial text overlap with arXiv:1104.4856

References in corpus (4)

• Fluctuation Superconductivity in Mesoscopic Aluminum Rings
• Observation of the Little-Parks Oscillations in a System of Asymmetric Superconducting Rings
• Do superconductors violate Lenz's law? Body rotation under field cooling and theoretical implications
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Cited by in corpus (15)

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• Comment on "Vortices induced in a superconducting loop by asymmetric kinetic inductance and their detection in transport measurements"
• Experimental investigations of the problem of the quantum jump with the help of superconductor nanostructures
• Magnetic flux expulsion in a superconducting wire
• Quantum periodicity in the critical current of superconducting rings with asymmetric link-up of current leads
• Multiple superconducting ring ratchets for ultrasensitive detection of non-equilibrium noise
• A development of superconducting differential double contour interferometer
• Belief in thermodynamics has provoked false thermodynamics of superconductors
• A problem with the conservation law observed in macroscopic quantum phenomena is a consequence of violation of the correspondence principle
• The Meissner effect in superconductors: emergence versus reductionism
• The quantum mechanics is a non-universal theory. The realistic Schrodinger's and positivistic Born's interpretation of the wave function
• The Meissner effect does not require radial charge flow
• Could quantum mechanics describe completely and consistently all superconducting and other quantum phenomena?