Figured this was the more apt forum to ask this question in than the Centerfire Rifles section.
I am looking at an optic. This optic has a Bullet Drop Compensator built into the reticle. The BDC is calibrated for 7.62 NATO M80 ball ammunition, traveling at 2810 FPS. According to the manufacturer, this is without regard to barrel length; they took a mean value of 2810 FPS muzzle velocity and developed the BDC accordingly for range estimation given the projectile weight and muzzle velocity.
What I am trying to find out is this; if one had a round of M80 ball ammunition, what length barrel would it need to be fired out of to achieve that 2810 FPS muzzle velocity, in order to accurately make use of the BDC? Could it reach that threshold from a 16" barrel? How about an 18"? 20"? 24"?
Load data for M80 ball as follows;
Bullet Diameter: 0.308
Powder: WC 846
Charge wegith: 46 gr.
Chamber Pressure: 50,000 PSI
Projectile Length: 1.14"
Cartridge case capacity: 56 Gr.
I realize I am trying to figure this out in a somewhat backwards way, but being that I don't handload or have a chronograph I need to figure out the answer to this question using straight math.
Thanks for any help.
I am looking at an optic. This optic has a Bullet Drop Compensator built into the reticle. The BDC is calibrated for 7.62 NATO M80 ball ammunition, traveling at 2810 FPS. According to the manufacturer, this is without regard to barrel length; they took a mean value of 2810 FPS muzzle velocity and developed the BDC accordingly for range estimation given the projectile weight and muzzle velocity.
What I am trying to find out is this; if one had a round of M80 ball ammunition, what length barrel would it need to be fired out of to achieve that 2810 FPS muzzle velocity, in order to accurately make use of the BDC? Could it reach that threshold from a 16" barrel? How about an 18"? 20"? 24"?
Load data for M80 ball as follows;
Bullet Diameter: 0.308
Powder: WC 846
Charge wegith: 46 gr.
Chamber Pressure: 50,000 PSI
Projectile Length: 1.14"
Cartridge case capacity: 56 Gr.
I realize I am trying to figure this out in a somewhat backwards way, but being that I don't handload or have a chronograph I need to figure out the answer to this question using straight math.
Thanks for any help.

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