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Superconductors. Gor’kov and Eliashberg found the time- dependent G-L equations using microscopic theory: These equations are solved numerically Model.

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Presentation on theme: "Superconductors. Gor’kov and Eliashberg found the time- dependent G-L equations using microscopic theory: These equations are solved numerically Model."— Presentation transcript:

1 Superconductors

2 Gor’kov and Eliashberg found the time- dependent G-L equations using microscopic theory: These equations are solved numerically Model superconductors

3 Fluxons moving into a Superconductor Coated With a Normal Metal,  = 5 as the applied magnetic field increases H = 0.05 H c2 The material is in the Meissner state

4 H = 0.10 H c2 The material is in the Meissner state Magnetization Loop

5 H = 0.15 H c2 The material is in the mixed state

6 Magnetization Loop H = 0.20 H c2 The material is in the mixed state

7 Magnetization Loop H = 0.25 H c2 The material is in the mixed state

8 Magnetization Loop H = 0.30 H c2 Note the nucleation of fluxons at the superconductor- normal boundary

9 Magnetization Loop H = 0.35 H c2 Note the nucleation of fluxons at the superconductor- normal boundary

10 Magnetization Loop H = 0.40 H c2 Note the nucleation of fluxons at the superconductor- normal boundary

11 Magnetization Loop H = 0.45 H c2 Note the nucleation of fluxons at the superconductor- normal boundary

12 Magnetization Loop H = 0.50 H c2 Note the nucleation of fluxons at the superconductor- normal boundary

13 Magnetization Loop H = 0.55 H c2 In the reversible region, one can determine 

14 Magnetization Loop H = 0.60 H c2 In the reversible region, one can determine 

15 Magnetization Loop H = 0.65 H c2 In the reversible region, one can determine 

16 Magnetization Loop H = 0.70 H c2 In the reversible region, one can determine 

17 Magnetization Loop H = 0.75 H c2 In the reversible region, one can determine 

18 Magnetization Loop H = 0.80 H c2 The core of the fluxons overlap and the average value of the order parameter drops

19 Magnetization Loop H = 0.85 H c2 The core of the fluxons overlap and the average value of the order parameter drops

20 Magnetization Loop H = 0.90 H c2 The core of the fluxons overlap and the average value of the order parameter drops

21 Magnetization Loop H = 0.95 H c2 The core of the fluxons overlap and the average value of the order parameter drops

22 Magnetization Loop H = 1.00 H c2 Eventually the superconductivity is destroyed

23 Magnetization Loop H = 0.95 H c2 Superconductivity nucleates

24 Magnetization Loop H = 0.90 H c2 Superconductivity nucleates

25 Magnetization Loop H = 0.85 H c2 Superconductivity nucleates

26 Magnetization Loop H = 0.80 H c2 Note the Abrikosov flux-line-lattice with hexagonal symmetry

27 Magnetization Loop H = 0.75 H c2 Note the Abrikosov flux-line-lattice with hexagonal symmetry

28 Magnetization Loop H = 0.70 H c2 Note the Abrikosov flux-line-lattice with hexagonal symmetry

29 Magnetization Loop H = 0.65 H c2 Note the Abrikosov flux-line-lattice with hexagonal symmetry

30 Magnetization Loop H = 0.60 H c2 Note the Abrikosov flux-line-lattice with hexagonal symmetry

31 Magnetization Loop H = 0.55 H c2 Note the Abrikosov flux-line-lattice with hexagonal symmetry

32 Magnetization Loop H = 0.50 H c2 Note the Abrikosov flux-line-lattice with hexagonal symmetry

33 Magnetization Loop H = 0.45 H c2 The flux-line-lattice is defective

34 Magnetization Loop H = 0.40 H c2 The flux-line-lattice is defective

35 Magnetization Loop H = 0.35 H c2 The flux-line-lattice is defective

36 Magnetization Loop H = 0.30 H c2 The flux-line-lattice is defective

37 Magnetization Loop H = 0.25 H c2 The flux-line-lattice is defective

38 Magnetization Loop H = 0.20 H c2 The flux-line-lattice is defective

39 Magnetization Loop H = 0.15 H c2 The flux-line-lattice is defective

40 Magnetization Loop H = 0.10 H c2 The magnetisation is positive because of flux pinning

41 Magnetization Loop H = 0.05 H c2 The magnetisation is positive because of flux pinning

42 Magnetization Loop H = 0.00 H c2 A few fluxons remain as the inter-fluxon repulsion is lower than the surface pinning


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