What is the optimal barrel length for maximum distance in a blow-gun?

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Different barrel lengths in PVC mini-marshmallow blow-guns affect firing range, with optimal length depending on air source volume and pressure. The ideal barrel design allows internal pressure to equal atmospheric pressure as the projectile exits, preventing air waste from short barrels and deceleration from friction in long barrels. Calculating optimal barrel length may involve using calculus to express velocity as a function of area or length. Practical testing is also suggested as a straightforward method to determine effective barrel lengths. Understanding these principles can enhance performance in DIY blow-gun projects.
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I recently made a few mini-marshmallow blow-guns out of PVC and I noticed that different barrel lengths provided different firing ranges. Does anyone know how I can calculate the optimal barrel length for maximum distance? I haven't done anything physics related since college (2002) and I'm drawing a blank as to calculating this. Any help would be greatly appreciated.

Chris
 
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Welcome to PF, Funkyreuben.
I'm not exactly sure how you would go about this. It depends upon the air source volume and pressure. Ideally, the barrel volume (area x length) should be such that the internal propulsive pressure reaches atmospheric just as the projectile is leaving the muzzle. If the barrel is too short, a lot of your air will be wasted; if it's too long, the marshmallow will begin to decelerate due to friction and air resistance before it can get out.
Trial and error might be the easiest approach.
 
Thanks! I plan on doing some real world testing but I was hoping for a way to calculate it as well.

Chris
 
if you were to write velocity as a function of either area or length you could use calculus to maximize the escape velocity... I don't know how hard that would be though
 
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