Love your show, first time caller... Oops sorry wrong introduction.
I am currently trying to understand o-ring permeation behavior and have been a bit stumped since most of the information that I can find is for a constant pressure differential. However, the enclosure that I have designed (and thus the electronics that need protecting) have a varying pressure differential based on temperature. The enclosure is small (13 cc). It cannot be vented and potting adds cost/complexity.
I am trying to figure out if desiccant is feasible but need to understand the permeation behavior through the elastomeric seals over its expected life of 5 years. It is part of an outdoor product that will change temperature based on time of day (thus Gay-Lussac's Law). The o-rings being considered are Viton, EPDM and Parker Butyl B-318. The Butyl has the lowest permeation rate of the three.
The first questionable area is what change in temperature to use. I am currently using soil temperature data from NRCS/USDA. I am using 1 sigma deviation from the mean for the max and min temperature giving me my dT (or dT = 2 X STDEV). Is there a better way to describe the permeation dT over time?
The second questionable area is the time of permeation. Permeation occurs only when the pressure inside is below the atmospheric pressure. And, I am assuming that there is no outward permeation (or that all the water vapor has condensed inside). But, this rate changes with temperature. I have bluntly assumed that instead of a 5 year life, that 50% of the time vapor is permeating into the volume. Does this seem reasonable?
The typical permeation formula given by the o-ring folks is for constant pressure differential. Does anyone have experience with the situation that I am describing above? Is there a model that has been developed for this system?
Thank you in advance and please let me know if further information is needed on my part (or a slap on the hand for missing something obvious or misstating something).
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