Nernst equation - Lambda Sensor

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SUMMARY

The discussion centers on the behavior of lambda sensors, specifically regarding the flattening of the characteristic voltage lambda curve in the rich region (lambda < 1). Participants confirm that this phenomenon is linked to the maximum conductivity of the electrolyte, which is not fully described by the Nernst equation, applicable only for lambda >= 1. Additionally, the decrease in the flattened part with increasing temperature is attributed to varying conductivity responses in different materials, affecting oxygen and hydrogen transport dynamics.

PREREQUISITES
  • Understanding of the Nernst equation and its application in electrochemistry.
  • Knowledge of lambda sensors and their operational principles.
  • Familiarity with electrolyte conductivity and its temperature dependence.
  • Basic concepts of gas transport mechanisms in solid electrolytes.
NEXT STEPS
  • Research the Nernst equation and its limitations in describing lambda sensor behavior.
  • Explore the relationship between electrolyte conductivity and temperature in various materials.
  • Investigate the dynamics of oxygen and hydrogen transport in solid electrolytes.
  • Examine real-world lambda sensor voltage curves and the methods used for their plotting.
USEFUL FOR

Engineers, chemists, and researchers involved in sensor technology, electrochemistry, and automotive applications focusing on lambda sensor performance and optimization.

H3ll4s
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Hello everyone,

I am not sure if this question is comfortable in the chemistry section but I will try my luck. I have been dealing with lambda sensors a little bit and when I look at the characteristic voltage lambda curve I keep asking myself why it flatens out when getting into the rich (lambda<1) region. I have read somewhere that it is due to the maximum electrolyte's conductivity, which makes sense but is not very satisfying. My question is whether or not this statement is correct and by which equation it can be described. I see so many plotted curves but nowhere any clues how they did it . Just a mention of the nernst equation, which only describes the part lambda>=1 (right?). And if someone also knows why the flatened part (lambda<1) decreases with increasing temperature (increase in temperature should mean increase in conductivity, thus higher voltage to my understanding) I would be very thankful.

Thanks in advance
John
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H3ll4s said:
(snip) ... why it flatens out when getting into the rich (lambda<1) region. I have read somewhere that it is due to the maximum electrolyte's conductivity, which makes sense but is not very satisfying. My question is whether or not this statement is correct and by which equation it can be described.
An equation to describe oxygen transport through an uncharacterized solid electrolyte? Should be good for a Master's for you.
H3ll4s said:
I see so many plotted curves but nowhere any clues how they did it . Just a mention of the nernst equation, which only describes the part lambda>=1 (right?).
The plots are of real measurements, "this vs. that."
H3ll4s said:
And if someone also knows why the flatened part (lambda<1) decreases with increasing temperature (increase in temperature should mean increase in conductivity, thus higher voltage to my understanding) I would be very thankful.
Conductivity increases with T for some materials, and decreases for others. Oxygen transport should be increasing, and hydrogen transport should be increasing in the opposite direction, perhaps more quickly than the oxygen transport.
 

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