Energy Stored in Tank
I’ve read it a couple of other places in this forum – gas guns are addictive like crack, once you start fiddling with them you can’t stop.
Anyhow, I started fiddling with some of the physics of what, at first, seems like a simple machine. Well, not really that simple when you get into it.
Here’s a view of overall efficiency for a “Talon-like” scenario. Assuming a 40 psi per shot pressure drop and allowing tank temperature to go back up after the shot, the energy in the tank drops by about 650 ft-lb. This is interesting because the pellet kinetic energy out of the barrel is around 30 ft-lb. It’s a lot of energy expended to get that 30 ft-lb…
Have a look at the attached PDF for details. I’d really like a sanity check of this approach. Also, I’d be happy to send along the underlying spreadsheet, if anyone is interested. (Don’t know if spreadsheets attach correctly to these posts.)
I’ve gone down the same rabbit-hole that led to Hall Consulting’s Gas Gun Design Tool. I’ve ended up with a model of the tank/valve/pellet/barrel system. Hall has been pretty clear that he’s not interested in sharing the underlying algorithms in GGDT, which is his absolute right. So I’ve redeveloped some a model of the first-order effects in a big ‘ol spreadsheet. I’d be happy to send this along, if there’s interest.
-x356b
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Here’s an updated view of the tank energy spreadsheet, with some better documentation.
-x356b