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The new perspective for the superconductor

Ting-Hang Pei1*

1 Microelectronics and Information Systems Research Center, National Chiao Tung University, Taiwan

* Corresponding authors emails: thp3000.ee88g@nctu.edu.tw
DOI10.24435/materialscloud:z8-5p [version v2]

Publication date: Sep 02, 2020

How to cite this record

Ting-Hang Pei, The new perspective for the superconductor, Materials Cloud Archive 2020.101 (2020), doi: 10.24435/materialscloud:z8-5p.


The superconductor theory based on the electron pair is reviewed and several viewpoints are proposed. A demonstrated case reveals the speed of each electron in the electron pair at Fermi level about 1.82x10^6 m/s in Pb. However, the fastest longitudinal and transverse speeds of crystal waves in Pb at 0 K are 2.18x10^3 m/s and 1.29x10^3 m/s in [100] direction, respectively. It seems to be very hard even impossible that the mediated phonon can real-time transfer momentum and energy between two so high-speed and antiparallel-momentum electrons in the superconducting state. In this research, we focus on single electron based on the experiments of Transmission Electron Microscopy. The new fitting temperature-dependent model for the London penetration depth is proposed. This model is much better than the one- and two-gap models and matches three experimental data much well. Then it further gives the temperature-dependent effective electron mass for the Nb superconductor film. Finally, the expression for the resistivity is deduced which can explain why the resistance is almost zero in the superconductor. All these new results are obtained by using the concept of single electron.

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File name Size Description
5.2 KiB A MATLAB code to calculate the fitting curve of the 70-nm thickness Nb superconducting film with the London penetration depth of 112 nm from the experimental data.
4.4 KiB A Matlab code to calculate the fitting curve of the superconductor YBa2Cu3O6.95 with Tc>93 K and the London penetration depth of 1500 Å from the experimental data.
4.7 KiB A Matlab code to calculate the fitting curve of the single-crystalline superconductor Fe1.03(Te0.63Se0.37) with Tc~12 K and the London penetration depth of 650 nm from the experimental data.


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superconductor electron pair mediated phonon London penetration depth resistivity effective electron mass temperature-dependent

Version history:

2020.101 (version v2) [This version] Sep 02, 2020 DOI10.24435/materialscloud:z8-5p
2020.96 (version v1) Aug 24, 2020 DOI10.24435/materialscloud:c2-5a