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This post was last edited by Coffee Companion on 2019-4-30 at 22:37. I would like to ask fellow experts: During the positive pressure leakage test of containers (with compressed air or nitrogen as the filling medium), according to the leakage rate calculation formula: RL=△P*v/t, P2`=P2*T2/T1 (where P2 is the pressure at the end of the pressure retention period, T2 is the temperature at that time, T1 is the temperature at the start of the pressure retention period, and P2` is the corrected pressure). Due to temperature changes, it is necessary to adjust the pressure data at the end of the pressure retention period. If there is some water vapor inside the container, why doesn’t the increase in pressure keep up with the increase in temperature, resulting in a leakage rate that does not meet the requirements after the pressure is corrected? Since the container is not completely dry but contains some humidity, why is there a discrepancy between the increase in temperature and the increase in pressure? How to solve this problem: is it necessary to wait for the same temperature level to be reached in order to obtain valid pressure-holding data?
Theoretically speaking, if there is liquid water in the tank and the temperature rises, and if the tank does not leak, the increase in pressure should be greater than the increase in temperature. If the pressure increase is not sufficient, there is a leak.
:Brother L, since there is more gas present in the water at the initial temperature, when pressure is applied, part of the water will liquefy and heat will be released; as a result, the temperature rises significantly, while the pressure fails to keep up
Thank you; after being reminded and after checking the system, it indeed is the case.
Thank you for the reminder; I overlooked basic physical principles. . . :L