This tool version is unpublished and cannot be run. If you would like to have this version staged, you can put a request through HUB Support.
Thermoelectric Power Generator System Optimization and Cost Analysis
Simulate cost and efficiency trade-off of a thermoelectric device as a function of material properties and heat transfer coefficients
Launch Tool
Archive Version 1.0
Published on 24 Oct 2013
Latest version: 1.1. All versions
doi:10.4231/D3V97ZR7G cite this
This tool is closed source.
Category
Published on
Abstract
In this simulation tool, a thermoelectric power generator is optimized together with the heat source and heat sinks for maximum power output and system cost. Full electrical and thermal co-optimization is performed with given material properties, and dimensions to find the optimal thickness of the thermoelectric elements.
One can choose a material property such as Seebeck coefficient and thermal conductivity as an independent variable to optimize the performance of the power generator as a function of the chosen material property. Heat transfer coefficients of the heat sinks at the hot and cold sides can also be varied as an independent variable. Fractional area coverage by thermoelectric elements called fill factor is another parameter that can be optimized for best performance and cost in this simulation tool.
A particular set of parameters is given as an example in this tool to simulate a thermoelectric topping combined steam turbine system for its performance and cost analysis.
For more information about the simulation, contact Prof. Kazuaki Yazawa (email: kyazawa@purdue.edu)
References
1. K. Yazawa, A. Shakouri, "Cost-efficiency trade-off and the design of thermoelectric power generators", Environmental Science and Technology, Journal of American Chemical Society, Vol. 45, Issue 17, pp. 7548-7553, 2011.
2. K. Yazawa, Yee Rui Koh and A. Shakouri, "Optimization of TE Topping Rankine Cycles for Energy Economy", Applied Energy, vol. 109, pp. 1-9, 2013.
Cite this work
Researchers should cite this work as follows: