I need help with figuring out how to devise an equation that I'm going to plug into an algorithm for my software.(adsbygoogle = window.adsbygoogle || []).push({});

These are the components:

CO_{2}cartridge pressure regulator output should be around 200 psi. Tank #1 has a volume of 800 mL, pressure is around 15 psi. There are no valves between pressure regulator and the first tank. Pressure in tank #2 is about 7 psi (soft vacuum). There is a valve between first and second tank, right at the entry point for tank #2. The question is, what will happen when the valve between tank #1 and tank #2 is opened and the CO_{2}from the cartridge released at the same time? I need to calculate the amount of suction created at the valve. Also, how much time will be needed until CO_{2}is redistributed equally throughout the system?

These are the variables: first tank volume, second tank volume, radius and length of first pipe, radius and length of second pipe and pressure regulator output value. The variables for pressure in tanks before gas release can be taken as constant values I described above (15 psi and 7 psi). Also, system will always be running at a room temperature of 25 degrees Celsius. Values for V_{1}and V_{2}above are taken as placeholders, just for this example. The goal is to plug in these 7 variables (R_{out}, V_{1}, V_{2}, r_{1}, h_{1}, r_{2}, h_{2}) into a function and get resulting suction at tank #2 entry point with an approximate gas redistribution time.

If something above is fundamentally wrong, or if I missed anything important, please let me know. I have no experience with dealing with these kind of issues.

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# Calculating CO2 expansion time and generated suction

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