I would like to ask the experts how to calculate the inflation time for a fixed-volume container
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Given a container A with a fixed volume of 1000 liters, air is pumped into it from an infinite-volume container B. The pressure in container B is 8 kilograms per square centimeter, and the connecting pipe has a diameter of 10 mm and a length of 2 meters. It is necessary to calculate the time required for the pressure inside container A to reach 5 kilograms per square centimeter. I often encounter such problems, but I have no solutions or ideas. Is it necessary to establish a mathematical model? Seeking help from experts.
I seem to have seen the formula for calculating the inflation time of a fixed-volume container in the hydraulic and pneumatic manual edited by Lu Yongxiang
Perhaps it can be simulated using ASPEN or PROII :)
Perhaps it can be simulated using ASPEN or PROII :)
Aspen dynamic simulation can