1978
DOI: 10.1002/pssb.2220860111
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Theory of the thermomagnetic effects in thin films in a magnetic field of arbitrary magnitude

Abstract: Thermomagnetic effects of thin film in a magnetic field normal to the film surface are studied for an arbitrary value of specularity parameter p. Using the solution of the Boltemann equation for an arbitrary film thickness and magnetic field strength the basic thermomagnetic coefficients are calculated, the Nernst-Ettingshausen coefficient (N-E) Q, the thermopower in a magnetic field u(H), and the thermal conductivity in a magnetic field x. A detailed analysis is given of their dependences on the thickness, ma… Show more

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Cited by 4 publications
(4 citation statements)
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“…The presence of this negative MR contribution over the whole temperature range and in all three field geometries is at variance with a previous interpretation, where a finite-size effect in the presence of a magnetic field has been employed to explain the decrease of resistivity in the intermediate-field range at low temperatures [20]. Such a negative MR is expected in ferromagnetic systems when the mean free path of the charge carriers is of the same order of magnitude as the structure size [45]. This mechanism should strongly depend on the field orientation and the sample geometry, which have not been observed for the microfabricated samples.…”
Section: Magnetic and Magnetotransport Propertiessupporting
confidence: 70%
See 1 more Smart Citation
“…The presence of this negative MR contribution over the whole temperature range and in all three field geometries is at variance with a previous interpretation, where a finite-size effect in the presence of a magnetic field has been employed to explain the decrease of resistivity in the intermediate-field range at low temperatures [20]. Such a negative MR is expected in ferromagnetic systems when the mean free path of the charge carriers is of the same order of magnitude as the structure size [45]. This mechanism should strongly depend on the field orientation and the sample geometry, which have not been observed for the microfabricated samples.…”
Section: Magnetic and Magnetotransport Propertiessupporting
confidence: 70%
“…Such a negative MR is expected in ferromagnetic systems when the mean free path of the charge carriers is of the same order of magnitude as the structure size [45]. This mechanism should strongly depend on the field orientation and the sample geometry, which have not been observed for the microfabricated samples.…”
Section: Magnetic and Magnetotransport Propertiesmentioning
confidence: 92%
“…Therefore the negative MR decreases with increasing temperature and only the intrinsic positive MR remains at room temperature. It is noteworthy that negative transverse MR is also expected in ferromagnetic systems when the mean free path of the charge carriers is of the same order of magnitude as the structure size . Since the diameter of the nanorod is about 75 nm and the mean free path in CrO 2 is as large as 70 nm at 5 K, this size effect is expected at low temperature.…”
mentioning
confidence: 92%
“…It is noteworthy that negative transverse MR is also expected in ferromagnetic systems when the mean free path of the charge carriers is of the same order of magnitude as the structure size. 42 Since the diameter of the nanorod is about 75 nm and the mean free path in CrO 2 is as large as 70 nm at 5 K, 5 this size effect is expected at low temperature. This could be another possible mechanism contributing to the negative MR observed in our devices.…”
mentioning
confidence: 99%