What is deposit on palladium electrode?

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The discussion centers on the challenges of using palladium electrodes in an analytical chemistry instrument that measures conductance. The performance of these electrodes varies significantly based on their surface condition, particularly when polished versus coated with an unknown deposit, possibly palladium black or chloride. The speaker highlights the importance of understanding how the deposit affects the effective area for ion communication and the electric field between the plates, particularly in the central region. They express concerns about the accuracy of measurements, noting that polished electrodes yield greater errors compared to those with deposits, which enhance ion mobility. Suggestions for further reading and expert opinions on the structural properties of palladium black and its impact on measurements are requested.
MichaelLAndersonEE
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I am not an electrochemist, but I do need to understand various issues with an analytical chemistry instrument. This is a somewhat open-ended question.
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The instrument applies a voltage waveform across two palladium electrodes. Typical waveform is 2 Hz, 4 Vpk sinusoid, for brief intervals. There may be a slight, erroneous DC component. Plate separation is 3 to 5 mm. Plate measures 5 x 18 mm. The media vary widely, but a standard one is 1 mM KCl. pH can vary widely, but 7.0 is my baseline. We measure conductance and other properties of the media this way.

One of the biggest questions concerns the palladium electrodes. They perform very differently when they are polished clean versus coated with a deposit. I really need to understand this better, since it is by far the biggest factor in reaching accurate measurements.

What is the deposit? We do not know. My guess is 'palladium black', possibly palladium chloride. It is a thin, dark gray coating, easily rubbed off with a swab. The electrode housing is typically PMMA and polystyrene (for neutral pHs and moderate temps, of course).

There are two effects of concern here. 1.) The measured conductance depends upon the exposed plate area. I may be mistaken, but this need not be strictly area normal to the opposing electrode. In other words, the entire wetted surface is what is communicating with the ions, inducing their motion. The structure of the palladium coating (which I understand to be quite peculiar) may be adding to this effective area? Is this a fractal question? 2.) I need to know the E field between the plates, but only in the centermost 1 mm. Regardless of their surface irregularities, the E field should be textbook parallel in the center, yes? If not, why not? Of course there will be fringing at the edges, but how would the coating affect that? And even if it did, edge fringing should not affect the center 1 mm volume that I care about.

How do I make the deposit? I run the waveform for about 20 minutes with a solution of 1.3 Molar NaCl. The medium then looks dingy brown. I wash the electrodes thoroughly and then they yield measurements within 7% tolerance versus a standard. If I use polished electrodes my error is more like 20%, always lower in magnitude. This is not a random error. Effectively, with the polished electrodes my E field is diminished by the corresponding amount. The palladium deposit not only enhances the ion mobility, but in a way that is fundamentally necessary to the experiment.

Other interesting questions pertain to double layer formation and to osmotic flow, especially if there is a small DC bias to the waveform.

Suggestions of course most welcome, any reference texts or articles are equally valuable.
 
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MichaelLAndersonEE said:
The measured conductance depends upon the exposed plate area. I may be mistaken, but this need not be strictly area normal to the opposing electrode. In other words, the entire wetted surface is what is communicating with the ions, inducing their motion.

This part is perhaps the most easy to answer - yes, it is whole area that matters. When doing precise measurement it is a standard procedure to use so called "cell constant" - single number determined experimentally and describing the geometry of electrodes. This way we don't have to use electrodes of exact size and in exact distance from each other, we just take any wire, put it in the solution of known specific conductivity, measure the current and then calculate the cell constant. Kind of a calibration procedure.
 
Thank you for your response. With all respect, that was my first surprise. The textbook answer is wildly inaccurate. The extrinsic conductance i/v is greater than the intrinsic conductance σA/d by almost a factor of 2, where σ is conductivity of medium, A is exposed area, d is gap distance. A cell constant of d/A is often used in this context to eliminate the variation in electrode types. Or sometimes cell constant is just a fudge factor to make the two agree. Problem is, mine varies so much with factors like this palladium deposit. I do not understand it, hence my question.

I know that palladium black has interesting structural properties. Could it have a fractal dimension > 2 such that my effective area A is increased? (By almost double). I know that polished palladium adsorbs gases such as H2. I can convince myself that this would affect the electrochemical balance, but I would appreciate an expert opinion.
 
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