Numerical Investigation of Thermoelectric Generator for Waste Heat Recovery of Diesel Engine

Mahdi Asadi, A. Abazari, I. Larki
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Abstract

Thermoelectric generators hold immense promise in addressing the ever-increasing global energy demands and environmental concerns. Harnessing waste heat from various sources, such as exhaust gases from internal combustion engines, represents a vital avenue for improving energy efficiency and reducing emissions. In light of this, the present study introduces a comprehensive model for evaluating the performance of thermoelectric generators in heat recovery from diesel engine exhaust, shedding light on the potential of this technology to contribute to sustainable energy solutions. In this study, a model is presented for evaluating a thermoelectric generator's performance in heat recovery. The model is validated using experimental data from the literature. In this setup, 14 thermoelectric modules are placed at both the bottom and top of a rectangular gas channel of a diesel engine to recover heat from the exhaust gas. The hot head is heated by the exhaust gas, while the cold head is cooled by water, maintaining a constant temperature of 293 K. However, the temperature of the hot head varies depending on the engine's speed and load. The study investigates 12 different engine operating modes, including three motor speed modes (1000, 1500, and 2000 rpm) and five motor load modes (0.2, 0.4, 0.6, 0.8, and 1.0 MPa). Numerical analysis is performed concurrently with finite element simulations. The numerical and experimental finite element results are compared, and the findings confirm the consistency of the results.
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柴油发动机余热回收热电发生器的数值研究
热电发电机在解决日益增长的全球能源需求和环境问题方面大有可为。利用内燃机废气等各种来源的余热,是提高能效和减少排放的重要途径。有鉴于此,本研究引入了一个综合模型,用于评估热电发电机在从柴油发动机废气中回收热量方面的性能,从而揭示该技术在促进可持续能源解决方案方面的潜力。本研究提出了一个用于评估热电发电机热回收性能的模型。该模型利用文献中的实验数据进行了验证。在该装置中,14 个热电模块被放置在柴油发动机矩形气体通道的底部和顶部,以回收废气中的热量。热端由废气加热,冷端由水冷却,保持 293 K 的恒温。研究调查了 12 种不同的发动机运行模式,包括三种发动机转速模式(1000、1500 和 2000 rpm)和五种发动机负载模式(0.2、0.4、0.6、0.8 和 1.0 MPa)。数值分析与有限元模拟同时进行。对数值结果和有限元实验结果进行了比较,结果证实了两者的一致性。
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