Dynamic analysis of internal reactants and water content distribution during anode purge in a proton‐exchange membrane fuel cell

Author(s):  
Zongyi Cheng ◽  
Lizhong Luo ◽  
Bi Huang ◽  
Qifei Jian
Author(s):  
P. C. Sui ◽  
N. Djilali

A numerical investigation on the water transport across the membrane of a proton exchange membrane fuel cell is carried out to gain insight into water management issues, which are crucial to the efficient operation of such fuel cells. The transport equation of water content based on a phenomenological model, which includes an electro-osmotic drag term and a diffusion term, is solved using the finite volume method for a 1-D configuration with the assumption of a uniform temperature distribution. Transport properties including the drag coefficient and diffusion coefficient of water in the membrane and the ionic conductivity of the membrane are expressed as functions of water content and temperature. The effects on the water flux across the membrane and on overall membrane protonic conductivity due to variations of these properties are studied. The numerical results show that water transport in the membrane is mainly determined by the relative strength of electro-osmotic drag and diffusion, which are affected by operating conditions such as current density and relative humidity at the membrane surface, and design parameters such as membrane thickness and membrane material. Computed water fluxes for different humidity boundary conditions indicate that for a thick membrane, e.g. Nafion 117, electro-osmotic drag dominates transport over a wide range of operating conditions, whereas for a thin membrane, e.g. Nafion 112, diffusion of water becomes equally important under certain conditions. Implications of the one-dimensional investigation on comprehensive CFD based modelling of proton exchange membrane fuel cell are also discussed.


Author(s):  
Tiancai Ma ◽  
Zhaoli Zhang ◽  
Weikang Lin ◽  
Yanbo Yang ◽  
Naiyuan Yao

Abstract Reliability and durability are the main factors that hinder the large scale commercialization of proton exchange membrane fuel cell. Water management is the key to solve such problems, and water content is the measurement standard of water management. But it is very difficult to measure water content inside the fuel cell directly. Thus, water fault diagnosis is a basic and hots technology to monitor the water content indirectly based on the measurable parameters. In this paper, the water fault diagnosis of the proton exchange membrane fuel cell system has been summarized in four sections including the analytical model method, knowledge based method, signal processing method and electrochemical method from practical application, and part of them is from the perspective of vehicle application.


Energies ◽  
2020 ◽  
Vol 13 (22) ◽  
pp. 5880
Author(s):  
Pedro A. Pérez-Guizado ◽  
Alba María Fernández-Sotillo ◽  
Paloma Ferreira-Aparicio

A passive regulation system for the water content has been developed and evaluated for a proton exchange membrane fuel cell. It is of particular relevance for micro-fuel cells, whose volume, weight and extra-consumption of fuel and power for subsidiary components must be kept to a minimum. This solution consists of a self-regulating humidity system implemented at the anode chamber that allows free water exchange with the environment through the surface of a gas-tight membrane. The micro-fuel cell, which is designed according to the patent WO2015025070A1, has been assembled and operated under completely passive conditions. The behavior of the anode humidity regulation system has been analyzed externally and in situ. The external part of the anode, where the humidity exchange with the environment takes place, has been isolated in a closed chamber and a hygrometer has been used to register the relative humidity in the zone near to the water exchange film. The results obtained from the operation of this innovative system are discussed in the light of the water permeation behavior of different Nafion membranes.


2021 ◽  
Author(s):  
Hao Wu

In proton-exchange membrane fuel cells, it is particularly important to maintain appropriate water content and temperature in the electrolyte membrane. Taking into account the diffusion of water, the pressure variation, and the electro-osmotic drag in the membrane and using an empirical relationship between electro-osmotic drag and water content, a transport equation for membrane water molar concentration was obtained, and a new equation for the electric potential that strictly accounts for variable water contents was derived. The new potential equation is more accurate than the conventionally employed Laplace's equation. A number of numerical simulations are performed for comparing the new model with other results obtained computationally or experimentally. The relationship between the humidity in fuel cell and the electric potential loss within the membrane is also investigated at different nominal current densities. The impact and importance of three-dimensionality, relative humidity, temperature, and pressure non-uniformity are assessed and discussed.


2021 ◽  
Author(s):  
Hao Wu

In proton-exchange membrane fuel cells, it is particularly important to maintain appropriate water content and temperature in the electrolyte membrane. Taking into account the diffusion of water, the pressure variation, and the electro-osmotic drag in the membrane and using an empirical relationship between electro-osmotic drag and water content, a transport equation for membrane water molar concentration was obtained, and a new equation for the electric potential that strictly accounts for variable water contents was derived. The new potential equation is more accurate than the conventionally employed Laplace's equation. A number of numerical simulations are performed for comparing the new model with other results obtained computationally or experimentally. The relationship between the humidity in fuel cell and the electric potential loss within the membrane is also investigated at different nominal current densities. The impact and importance of three-dimensionality, relative humidity, temperature, and pressure non-uniformity are assessed and discussed.


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