Adolf Hamster
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- Feb 1, 2018
- 7,057
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so i had a bit of an idea fairy moment after i woke up this morning and i figured it merited discussion.
one of the things i've spent a lot of time in my airsofting career doing is chasing accuracy, and one of the debates that comes up for this quest is that of barrels, specifically tight (eg 6.00 or 6.01) versus wide (6.05 or 6.23) bores.
now i kind of went with the tight bore side as i figured given a large part of what you spend a lot of time doing in an accuracy build is killing every last possible chance for an air leak, why then re-introduce an air leak to the gun by having a wide barrel?
but the thought that struck me this morning was one of tolerances, specifically bb tolerances.
lets assume we have a gun that has perfect seal and consistency everywhere and the only room for a leak is between the bb and the walls of the barrel as it travels.
going by most bb's branding they claim a nominal 5.95±0.01mm which if we skip all the statistical stuff for a second and take it literally means an individual bb could be 5.94 or 5.96 mm
if we again for the sake of simplicity assume a barrel is exactly nominal and perfectly consistent along its bore then the question is this:
is the noted "accuracy" of a widebore barrel due to shot-shot consistency supposedly being better because the change in "leak area" (ie the gap between the bb and the barrel that allows air past) is smaller percentage when the barrel is a wider bore?
so i ran some numbers just to see:
a 6.01 barrel has a CSA of 28.36866mm², a 6.23 barrel has a CSA of 30.48358mm²
our 5.94mm bb has a CSA of 27.71167mm² and our 5.96mm bb has a CSA of 27.8986mm²
if you work out the air gaps for these combinations it works out that the difference in area remains the same (ie the smallest bb has 0.186925mm² more air gap than the larger bb) however if you take this as a % of the barrel (ie air gap/barrel CSA for both bb's) then work out the difference it's interesting.
the tight bore has an 0.66% difference between the 2 sizes of bb, whereas the wide bore has 0.61% difference. (ie 0.05% between them)
what's interesting is if you widen the tolerance of the bb's to say ±0.03mm then this gap increases, with the tightbore having 1.98% difference, the wide having 1.84% difference (ie 0.14% between them)
so i'm thinking, with all other factors being equal, the widebore's "accuracy" comes from slightly improved shot-shot consistency as the difference in air leak between a small or large bb being fired is a smaller % of the overall leakage. the same would apply not only to different bb sizes but also variations along the barrels length meaning it's going to be slightly more tolerant of imperfections.
now needless to say this is quite literally academic, whilst i get excellent results running a 6.01 PDI i've not done direct comparison with an equivalently marketed wide-bore. i'm also not sure if i've picked the best numbers to analyse as tbh the differences above are so incredibly small compared to the myriad of other factors that affect accuracy (for example bb weight differences and the fact no system is going to deliver perfectly consistent air pressure each shot). there's also the factor of the whole "air cushion" argument, which i suspect is going to need a hell of a lot more analysis than can be acheived in 10 minutes on excel.
i might have a crack at seeing if there's a larger effect from the weight difference of the different sized bb's (assuming constant density and just the volume change) under these same conditions.
also inb4 i've finally lost it due to lockdown....
one of the things i've spent a lot of time in my airsofting career doing is chasing accuracy, and one of the debates that comes up for this quest is that of barrels, specifically tight (eg 6.00 or 6.01) versus wide (6.05 or 6.23) bores.
now i kind of went with the tight bore side as i figured given a large part of what you spend a lot of time doing in an accuracy build is killing every last possible chance for an air leak, why then re-introduce an air leak to the gun by having a wide barrel?
but the thought that struck me this morning was one of tolerances, specifically bb tolerances.
lets assume we have a gun that has perfect seal and consistency everywhere and the only room for a leak is between the bb and the walls of the barrel as it travels.
going by most bb's branding they claim a nominal 5.95±0.01mm which if we skip all the statistical stuff for a second and take it literally means an individual bb could be 5.94 or 5.96 mm
if we again for the sake of simplicity assume a barrel is exactly nominal and perfectly consistent along its bore then the question is this:
is the noted "accuracy" of a widebore barrel due to shot-shot consistency supposedly being better because the change in "leak area" (ie the gap between the bb and the barrel that allows air past) is smaller percentage when the barrel is a wider bore?
so i ran some numbers just to see:
a 6.01 barrel has a CSA of 28.36866mm², a 6.23 barrel has a CSA of 30.48358mm²
our 5.94mm bb has a CSA of 27.71167mm² and our 5.96mm bb has a CSA of 27.8986mm²
if you work out the air gaps for these combinations it works out that the difference in area remains the same (ie the smallest bb has 0.186925mm² more air gap than the larger bb) however if you take this as a % of the barrel (ie air gap/barrel CSA for both bb's) then work out the difference it's interesting.
the tight bore has an 0.66% difference between the 2 sizes of bb, whereas the wide bore has 0.61% difference. (ie 0.05% between them)
what's interesting is if you widen the tolerance of the bb's to say ±0.03mm then this gap increases, with the tightbore having 1.98% difference, the wide having 1.84% difference (ie 0.14% between them)
so i'm thinking, with all other factors being equal, the widebore's "accuracy" comes from slightly improved shot-shot consistency as the difference in air leak between a small or large bb being fired is a smaller % of the overall leakage. the same would apply not only to different bb sizes but also variations along the barrels length meaning it's going to be slightly more tolerant of imperfections.
now needless to say this is quite literally academic, whilst i get excellent results running a 6.01 PDI i've not done direct comparison with an equivalently marketed wide-bore. i'm also not sure if i've picked the best numbers to analyse as tbh the differences above are so incredibly small compared to the myriad of other factors that affect accuracy (for example bb weight differences and the fact no system is going to deliver perfectly consistent air pressure each shot). there's also the factor of the whole "air cushion" argument, which i suspect is going to need a hell of a lot more analysis than can be acheived in 10 minutes on excel.
i might have a crack at seeing if there's a larger effect from the weight difference of the different sized bb's (assuming constant density and just the volume change) under these same conditions.
also inb4 i've finally lost it due to lockdown....