Let’s say you have 3 identical M-4 and all of them have a 363mm inner barrel. The only difference is the cylinder they are using. Gun-A is using a Systema Type-0 cylinder, Gun-B Type-2 and Gun-C Type-3. Now let’s say all guns chrono at 400 fps with a 0.20g BB. Since they all chrono the same, one could conclude that they would all shoot at approximately the same range. Wrong! Gun-B would significantly outgun Gun-A & C. Why is that? First let’s explore why Guns-A & C doesn’t shoot as far.
Verify the orange text with data, please.
Gun-A: The reason Gun-A doesn’t shoot as far as Gun-B is because the BB is leaving the barrel before it is reaching its full energy potential. Because the cylinder is so long, it has way more air than the M-4 inner barrel needs. On top of that, the piston doesn’t reach full speed until just a split second before the piston impact the cylinder head. Because of this, the BB is pushed out of the barrel before the piston head impacts the cylinder head. As a result, the remaining air is wasted energy and the BB does not reach its full speed potential because the transfer of energy was not complete. The reason full cylinders are used on long barrel guns such as an M-16 is because the long barrel gives the BB more time to reach its maximum speed.
The moment the piston is released to the moment it strikes the cylinder head is a 'split second' in every replica.
I'd like to see the numbers on this, and not just a pre-established theory restated in a wall of text.
Also, the statement in green makes the statement in red irrelevant. That's assuming it is even true--again, you didn't provide any data. That's why it's important to run experiments and not just turn hypotheses into 'facts' by plugging in arbitrary numbers. In the above text you stated that Theoretical Replica A doesn't shoot as far regardless of having the same initial velocity, then in the following text, you imply its lack of range is precisely
because it didn't have the same initial velocity--which is it?