2012
DOI: 10.1103/physrevb.85.174518
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Electron cooling in diffusive normal metal–superconductor tunnel junctions with a spin-valve ferromagnetic interlayer

Abstract: We investigate heat and charge transport through a diffusive SIF 1 F 2 N tunnel junction, where N (S) is a normal (superconducting) electrode, I is an insulator layer and F 1,2 are two ferromagnets with arbitrary direction of magnetization. The flow of an electric current in such structures at subgap bias is accompanied by a heat transfer from the normal metal into the superconductor, which enables refrigeration of electrons in the normal metal. We demonstrate that the refrigeration efficiency depends on the s… Show more

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Cited by 24 publications
(27 citation statements)
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“…NIS junctions, however, cannot be used for power conversion, as their cooling powerQ N IS is a symmetric function of the bias voltage. The effect of ferromagnetism on NIS cooling was also discussed earlier, [37][38][39] but in those works the exchange field was introduced in order to suppress the Joule heating due to the Andreev current and did not affect the density of the states of the superconductor. According to our results the induced exchange field in the superconductor may lead to a larger cooling efficiency as in NIS junctions.…”
mentioning
confidence: 93%
“…NIS junctions, however, cannot be used for power conversion, as their cooling powerQ N IS is a symmetric function of the bias voltage. The effect of ferromagnetism on NIS cooling was also discussed earlier, [37][38][39] but in those works the exchange field was introduced in order to suppress the Joule heating due to the Andreev current and did not affect the density of the states of the superconductor. According to our results the induced exchange field in the superconductor may lead to a larger cooling efficiency as in NIS junctions.…”
mentioning
confidence: 93%
“…This assumption allows for a linearization of the Usadel equation 20 in the normal metal. 12 The effect of the spin-filter barrier is included in the boundary conditions for the Usadel equation which has been recently derived in [16]. According to the latter refer- ence the Andreev reflection is proportional to √ 1 − P. Thus, by increasing P we expect a suppression of the unwanted Andreev Joule heating, i.e.…”
mentioning
confidence: 99%
“…This maximum value holds for a wide range of parameters. 10,12 and is due to the increase of the number of thermally excited quasiparticles that contribute to the Joule heat. By lowering the temperature from T = T max , the cooling power (at optimal bias V opt ) first increases, reaches a maximum and finally decreases due to the Joule heat produced by the Andreev processes.…”
mentioning
confidence: 99%
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“…Besides the electron cooling in SIN structures, Frank Hekking also studied the cooling effect in superconducting hybrid structures containing ferromagnetic materials [86,87]. In particular, in Ref.…”
Section: Electronic Coolingmentioning
confidence: 99%