et...@whidbey.com wrote:
# I have a customer who target shoots .50 cal BMG.
# He holds world records at 1000 yards. The bullets he shoots are brass.
# In fact, I have machined bullets for him, but this was a few years
# ago. Why are brass bullets better for this type of shooting? From what
# I gather brass is a common material for bullets used for .50 cal BMG
# long range target shooting. It seems to me that a more massive bullet
# would be less influenced by wind, which must be a major factor when
# shooting so far out. I was thinking that a tungsten cored brass bullet
# might be better but if it was I'm sure I would have been asked to make
# some. The exact size and roundness requirements for the brass bullets
# I machined would be very hard to replicate using lead so I can see why
# a material that is easy to machine would be desirable. But considering
# what folks spend on this sport if there was an advantage to using, for
# example, tungsten cored bullets, I think I would have been asked to
# make some. Anyway, I'm just curious. The kind of accuracy achieved by
# even the mediocre shooters in this sport sorta floors me.
You are wrong that more massive bullets have less wind deflection. The
equation which determines the magnitude of wind deflection is:
D = V * (Ta -Tv)
Where:
D is the linear deflection of the bullet in some units.
V is the wind velocity in the same units as D per second. The vector
direction of D and V are the same and perpendicular to the trajectory.
Ta is the actual time of flight in seconds. Ta can also be expressed as
distance to the target)/(average bullet velocity)
Tv is what the bullets time of flight would be if fired over the same
path in a vacuum (no air drag). Tv can also be expressed as (distance to
the target)/(muzzle velocity).
In all cases the units of time and distance must be in the same units,
(like meters or feet), and all units of time must be the same.
This equation (published in 1859 by Didion) is sometimes called the
"Lag function" because the amount the bullet is deflected is the It is
roughly true for all symmetrical projectiles, whether powered during
their flight or not. There are some minor deviations from this equation
such as spin drift for spin stabilize projectiles and inertial dampening
for fin stabilized projectiles. This equation is embedded in every
commercial ballistics program which calculates wind deflection.
Typically just one line of source code.
At first glance this equation should make it very easy to estimate wind
deflection. It would be if you had an easy way to >measure< time of
flight. It takes a typical complete ballistics program with the G
functions and ballistics programs however to calculate the actual time
of flight.
So why are brass bullets desirable. Look at Didion's equation.
If two bullets have equal muzzle velocity the one with the higher
ballistic coefficient will have the least drag giving it the least wind
deflection. A brass bullet allows making the bullet more streamlined
for the same mass. Bullets of equal mass can be shot to approximately
the same velocity. Making a bullet of tungsten without also changing
it's shape will result in a higher BC but lower velocity.
Some ammo the the military SLAP (saboted light armor piercing) does use
tungsten to achieve both higher velocity and lower BC with sub-diameter
very aerodynamic tungsten bullets. Unfortunately because of the
discarding sabot it's not very accurate. The 50 BMG simply isn't enough
cartridge to drive a long full diameter projectile to the needed
velocity. The 30mm cannon on Warthogs and the 150mm main gun on the
Abrams tank does achieve the needed velocity and the latter has
amazingly low wind deflection.
Brass (certain alloys of copper, tin, and ?) has other good properties.
Machines easily. (compared to tungsten)
Homogeneous (few voids in brass stock)
engraves well in rifle barrels (compared to tungsten)
Relatively inexpensive (compared to tungsten)
There are some use for a tungsten/lead amalgam (mostly tungsten) for
shot which can be used for bullet cores, but it offers little in
ballistic performance.
I shoot brass bullets (800 grain Barnes bore riders) in my 50 BMG bench
rifle. Those bullets are too long to fit in typical 50 BMG semi-autos
or machine guns. Also the longer bullets may need a faster twist
barrel to stabilize. The required twist isn't only a function of the
bullet (length, shape and weight) but also of the muzzle velocity, and
the air density. Lehigh also sell high BC specialty brass bullets for
the 50 BMG.