The maximum electrical efficiency of fuel cell system,ηemax, is important for the understanding and development of the fuel cell technology. Attempt is made to build a theory for ηemaxby considering the energy requi...The maximum electrical efficiency of fuel cell system,ηemax, is important for the understanding and development of the fuel cell technology. Attempt is made to build a theory for ηemaxby considering the energy requirement of heating the fuel and air streams to the fuel cell operating temperature T. A general thermodynamic analysis is performed and the energy balances for the overall operating processes of a fuel cell system are established. Explicit expressions for the determination of ηemax are deduced. Unlike the Carnot efficiency,ηemaxis found to be fuel specific. Except for hydrogen fuel, chemical equilibrium calculations are necessary to compute ηemax.Analytical solutions for the chemical equilibrium of alkane fuels are presented. The theoretical model is used to analyze the effects of T and the steam contents of CH4, C3 H8,and H2 on ηemax for systems with various degrees of waste heat recovery.Contrary to the common perception concerning methane and propane fuels, ηemax decreases substantially with the increase of T. Moreover, ηemax of hydrogen fuel can be higher than that of methane and propane fuels for a system with a medium level of waste heat recovery and operated at 700 ℃≤T≤900 ℃.展开更多
基金This work was supported by the National Natural Science Foundation of China(No.11574284 and No.11774324),the National Basic Research Program of China(No.2012CB215405)and Collaborative Innovation Center of Suzhou Nano Science and Technology.
文摘The maximum electrical efficiency of fuel cell system,ηemax, is important for the understanding and development of the fuel cell technology. Attempt is made to build a theory for ηemaxby considering the energy requirement of heating the fuel and air streams to the fuel cell operating temperature T. A general thermodynamic analysis is performed and the energy balances for the overall operating processes of a fuel cell system are established. Explicit expressions for the determination of ηemax are deduced. Unlike the Carnot efficiency,ηemaxis found to be fuel specific. Except for hydrogen fuel, chemical equilibrium calculations are necessary to compute ηemax.Analytical solutions for the chemical equilibrium of alkane fuels are presented. The theoretical model is used to analyze the effects of T and the steam contents of CH4, C3 H8,and H2 on ηemax for systems with various degrees of waste heat recovery.Contrary to the common perception concerning methane and propane fuels, ηemax decreases substantially with the increase of T. Moreover, ηemax of hydrogen fuel can be higher than that of methane and propane fuels for a system with a medium level of waste heat recovery and operated at 700 ℃≤T≤900 ℃.
