Water and saline fluid mechanics

AI Thread Summary
The discussion focuses on calculating the relative flow rate, pressure, and velocity of water/saline in tubes of different diameters. The initial pressure reading is 120 mmHg at the inflow, with an outflow rate of 400 ml/min. Participants suggest that additional information, such as the lengths of the tubing sections, is necessary for accurate calculations using the Hagen–Poiseuille equation. They also note that real-world factors, such as valves or heat exchangers, could significantly affect the fluid dynamics, making simple models less reliable. Ultimately, obtaining direct measurements with pressure gauges is recommended for more accurate data.
illogical_Eric
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Hey Guys,
i have a system that I'm pumping with water/ saline. as illustrated below.

At the inflow i hooked up a pressure gage to my pump and read 120mmHg (closed system), and at the outflow I am reading 400ml/min ( I did this by disconnecting the system and timed filling a beaker). I'm trying to work out what the relative flow rate,pressure and velocity of the water/saline will be in the 6mm ID and 10mm ID tubes respectively.

Do i have enough information to do this? I think i need to hook my pressure gage up to the outflow and calculate the head drop across the system, but I'm not so sure.
Thanks for any help, i didn't take any fluid mechanics modules in college.
Eric
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Not enough information. At bare minimum you would to provide the lengths of the five sections. From there you may be able to draw on the available engineering data for the fluid and types of pipe, plug the data for each section into the Hagen–Poiseuille equation to get the effective resistances, and then do something analogous to a KVL/KCL analysis (that layout looks similar to a Wheatstone Bridge). That's assuming you ignore the Bernoulli effect around the ends of the 3mm section, which would complicate the math horrendously. (disclaimer: I haven't studied fluid mechanics either).

It sounds like this is not just an academic theoretical question. And since no one in the real-world would devise such a strange layout for simply moving fluid from point A to point B, I'm inclined to suspect that the fluid if doing something along the way, such as passing through valves or heat exchangers, which would change the situation significantly.

Even if you were to compile all of the basic data, the non-ideal effects from whatever-the-fluid-is-doing-along-the-way would likely swamp the accuracy of any simple mathematical model. It's not worth trying to figure it out from base principles.

At this point I would proclaim, "Ahh, @#$% it," and just go out and buy some https://www.amazon.com/b?node=3206433011&tag=pfamazon01-20 and pressure gauges and whack them in where I needed real, reliable data. I wouldn't be confident in anything else, anyway. And it sounds like this may be important (your use of the word "saline" rather than "salt water" or "sea water" is a clue...).

Fluid velocity is simple: AvgVelocity = FlowRate / CrossSectionalArea. Just keep you units consistent.
 
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