I suppose I should have left out the “all other variables” part of my post. All I’m wondering is how velocity compares between 80gr ELD (22 CM) and 80gr ELD-VT (6CM).
So assuming the same barrel lengths, do lighter bullets (thinking of ELD-VT)in 6.5 Grendel, 6 CM, and 6.5 CM tend to have a higher velocity than the same or similar weight bullets in 6ARC, 22 CM, and 6 CM respectively?
I'm gonna go out on a limb here and just say it.
Stop worrying about all of this velocity stuff. A difference of 50fps doesn't make much difference in the real world.
A bullet diameter by itself doesn't make for more or less velocity. It is all dependant on the brass, the primer, the powder, the barrel and even the outside temperature.
With that said, if you could duplicate everything down to the barrel length, powder charge, and velocity per inch of barrel length, then yes, the 224 diameter bullet will go faster, simply because it generates more pressure in the smaller bore.
I have an experiment for you that will help you understand how this works.
Swing by your nearest Burger King AND McDonalds.
Grab a straw from each place.
Note the McD straw is larger in diameter. That's your 6mm barrel.
The BK straw is your 224 barrel.
Now, take two good strips of napkin, identical in size. Make a tight fitting spitwad from each of them and place it into their respective straws.
Huff and puff and blow that 6mm Micky Ds spitwad.
Now, pick up the 224 BK spitwad and do the same thing.
Note the difference in back pressure generated from each straw/spitwad combo.
Both spitwads should have gone out at the same velocity, but they didn't. The BK, higher backpressure spitwad represents what it takes to make the two spitwad bullets accelerate to their maximum velocity.
You didn't use more lung capacity. You didn't huff and puff longer. You simply needed more pressure to get the spitwad out of the straw.
You felt the difference in your cheeks.
Your cheeks represent the piezoelectric transducer the measures pressure in the chamber and down the barrel until the bullet exits.
It's simple physics