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- W164851566 abstract "The thermoelectric coefficient eta/sub s/ and the coefficient of electronic thermal conductivity K/sub s/ in superconductors containing paramagnetic impurities near the electronic topological transition are calculated. The case when a flat section appears on the Fermi surface is examined. It is proved that in such a system the relation eta/sub s//eta/sub n/ = K/sub s//K/sub n/ is satisfied. It is shown that in superconductors the thermoelectric effect is amplified by several orders of magnitude due to the electronic topological transition and, in addition to this transition, there is an amplification due to exchange scattering of electrons by impurities. It is pointed out that the additional magnetic flux Phi/sub T/ (related to the temperature gradient) can be increased by several orders of magnitude in a superconducting bimetallic ring. The ratios delta = eta/sub s//eta/sub n/ = K/sub s//K/sub n/ and the order parameter ..delta../..delta../sub 0/ are investigated as functions of pressure, impurity concentration, and temperature." @default.
- W164851566 created "2016-06-24" @default.
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- W164851566 date "1983-04-01" @default.
- W164851566 modified "2023-09-24" @default.
- W164851566 title "Kinetic coefficients in anisotropic superconductors containing impurities" @default.
- W164851566 hasPublicationYear "1983" @default.
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