4.7 Article

Comparison of different modeling approaches for thermoelectric elements

Journal

ENERGY CONVERSION AND MANAGEMENT
Volume 65, Issue -, Pages 351-356

Publisher

PERGAMON-ELSEVIER SCIENCE LTD
DOI: 10.1016/j.enconman.2012.08.022

Keywords

Modeling; Thermoelectric elements; Cooling; Power generation; Seebeck coefficient; Thomson effect

Funding

  1. CNRS in the framework of Programme Interdisciplinaire Energie du CNRS (OTOGEHT Project)
  2. Fonds Unique Interministeriel (FUI, SysPACTE Project)

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Simplified models are usually used to describe the behavior of thermoelectric elements due to their low computational effort needed for solving the physical behavior in a wide number of situations (e.g.. in both heating/cooling mode - TEH or TEC - and in power generation mode - TEG). The accuracy of these models depends on different assumptions like: (i) the Thomson effect is assumed to be negligible and (ii) the thermoelectric properties are assumed to be constant in the thermoelectric leg and are estimated from the mean temperature of its two sides. This paper attempts to analyze simplified models' accuracy, with regards to the performance (COP, efficiency), the voltage-current characteristics and the thermal/electrical power. The simplified models are compared to more accurate models, such as models based on an electrical analogy and on the finite element method (FEM). The benefits and drawbacks of each kind of model are discussed in order to help select the appropriate approach depending of the goal aimed. The improved simplified model using two different Seebeck coefficients with a constant Thomson coefficient greatly increases the accuracy of the results, particularly in TEC mode with large temperature differences between the two sides. The model based on the electrical analogy gives an intermediate approach between simplified models and FEM models. For one-dimensional modeling, the analogical model gives strictly the same results as those obtained with ANSYS (FEM-based software). In all the cases, we show that the key point is to use a null Thomson coefficient when a constant Seebeck coefficient is defined. (C) 2012 Elsevier Ltd. All rights reserved.

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