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Boris V. Vasiliev Supercondustivity Superfluidity

Superconductivity and

Superconductivity and Superfluidity 4 3 2 1 0 log 2 Os ZrMoTh Re Zn Ga Nb 3 Sn V Nb Ta La Pb Tl InSn Hg Tl-2223 V 3 Si Y-123 Tl-2201 Bi-2212 (LaSr) 2 CuO 4 Figure 8.2 log T c , measured -1 -1 0 1 2 3 4 The comparison of the calculated parameter Θγ 2 with the measurement of the critical temperatures of elementary superconductors and some superconducting compounds. 96 Science Publishing Group

Chapter 9 About the London Penetration Depth 9.1 The Magnetic Energy of a Moving Electron To avoid these incorrect results, let us consider a balance of magnetic energy in a superconductor within magnetic field. This magnetic energy is composed of energy from a penetrating external magnetic field and magnetic energy of moving electrons. By using formulas [46], let us estimate the ratio of the magnetic and kinetic energy of an electron (the charge of e and the mass m e ) when it moves rectilinearly with a velocity v ≪ c. The density of the electromagnetic field momentum is expressed by the equation: g = 1 [EH] (9.1) 4πc While moving with a velocity v, the electric charge carrying the electric field with intensity E creates a magnetic field H = 1 [Ev] (9.2) c

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