05 Feb 2011

Calculation of 2d-thermomagnetic current and its fluctuations using the method of effective hamiltonian

Authors:

Agaeva, R.

Summary:

The method of effective Hamiltonian (MEH) is proposed for the calculation of the nondissipative thermomagnetic current in samples of any dimension. This method includes the temperature in the Hamiltonian as opposed to the previous researches. The nondiagonal component of the thermomagnetic tensor calculated by the MEH is in full accord with results obtained previously. The calculations of the thermomagnetic current and its dispersion are performed in the coherent-state representation for the 2D-sample and nondegenerate statistics. The results obtained can be used, for example, to increase the sensitivity of temperature sensors.

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nondissipative  thermomagnetic  current  in  samples  of  any  dimension. This method  includes  the 
temperature  in  the  Hamiltonian  as  opposed  to  the  previous  researches.  The  nondiagonal 
component  of  the  thermomagnetic  tensor  calculated  by  the MEH  is  in  full  accord with  results 
obtained  previously.  The  calculations  of  the  thermomagnetic  current  and  its  dispersion  are 
performed  in  the  coherent-state  representation  for  the  2D-sample  and  nondegenerate  statistics. 
The results obtained can be used, for example, to increase the sensitivity of temperature sensors. 
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author = {Agaeva, R.G.},
title = {Calculation of 2d-thermomagnetic current and its fluctuations using the method of effective hamiltonian},
journal = {Moldavian Journal of the Physical Sciences},
year = {2011},
volume = {10 (1)},
pages = {12-18},
month = {Feb},
abstract = {(EN) The  method  of  effective  Hamiltonian  (MEH)  is  proposed  for  the  calculation  of  the 

nondissipative  thermomagnetic  current  in  samples  of  any  dimension. This method  includes  the 
temperature  in  the  Hamiltonian  as  opposed  to  the  previous  researches.  The  nondiagonal 
component  of  the  thermomagnetic  tensor  calculated  by  the MEH  is  in  full  accord with  results 
obtained  previously.  The  calculations  of  the  thermomagnetic  current  and  its  dispersion  are 
performed  in  the  coherent-state  representation  for  the  2D-sample  and  nondegenerate  statistics. 
The results obtained can be used, for example, to increase the sensitivity of temperature sensors. 
 },
url = {https://ibn.idsi.md/vizualizare_articol/4298},
}
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nondissipative  thermomagnetic  current  in  samples  of  any  dimension. This method  includes  the 
temperature  in  the  Hamiltonian  as  opposed  to  the  previous  researches.  The  nondiagonal 
component  of  the  thermomagnetic  tensor  calculated  by  the MEH  is  in  full  accord with  results 
obtained  previously.  The  calculations  of  the  thermomagnetic  current  and  its  dispersion  are 
performed  in  the  coherent-state  representation  for  the  2D-sample  and  nondegenerate  statistics. 
The results obtained can be used, for example, to increase the sensitivity of temperature sensors. 
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<dc:description xml:lang='en'>The  method  of  effective  Hamiltonian  (MEH)  is  proposed  for  the  calculation  of  the 

nondissipative  thermomagnetic  current  in  samples  of  any  dimension. This method  includes  the 
temperature  in  the  Hamiltonian  as  opposed  to  the  previous  researches.  The  nondiagonal 
component  of  the  thermomagnetic  tensor  calculated  by  the MEH  is  in  full  accord with  results 
obtained  previously.  The  calculations  of  the  thermomagnetic  current  and  its  dispersion  are 
performed  in  the  coherent-state  representation  for  the  2D-sample  and  nondegenerate  statistics. 
The results obtained can be used, for example, to increase the sensitivity of temperature sensors. 
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