2012
DOI: 10.1007/s11664-012-1966-0
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New Method for Evaluating the Peltier Coefficient Based on Temperature Measurements in a Thermoelectric Module

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Cited by 13 publications
(13 citation statements)
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“…The choice of the ux densities { s − R , } was not explained or justi ed by J. Garrido in [36,37], as he does not mention the dissipation function. Interestingly, in the more recent publications [38][39][40], Garrido and A. Casanovas conclude that a combination of the formalisms presented above, in particular (12) and (20), are the most useful for the observation of thermoelectric phenomena.…”
Section: Thermoelectricity In Terms Of the Observable Electric Potementioning
confidence: 99%
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“…The choice of the ux densities { s − R , } was not explained or justi ed by J. Garrido in [36,37], as he does not mention the dissipation function. Interestingly, in the more recent publications [38][39][40], Garrido and A. Casanovas conclude that a combination of the formalisms presented above, in particular (12) and (20), are the most useful for the observation of thermoelectric phenomena.…”
Section: Thermoelectricity In Terms Of the Observable Electric Potementioning
confidence: 99%
“…Remarkably, equation (18) shows that the measured electric potential di erence 2 − 1 is related to the Seebeck coe cient in the electrochemical formalism. Because voltages are measured more easily than heat generation, the Peltier coe cient is often evaluated from Thomson's relation [9,39,40], but its relative value between two conductors can be measured. The rst term in the right-hand side of (18) vanishes, regardless of the temperature distribution, if the circuit between points 1 and 2 is made of only one conductor; a statement closely related to the law of homogeneous materials [24].…”
Section: General Form Of the Transport Equationsmentioning
confidence: 99%
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