So I am an avid archer. I shoot competitions and hunt. I was recently trying to tune a boradhead for my hunting bow and am having a very hard time getting it to fly correctly. I can get arrows with smaller profile heads to group great at the desired distance. However, these new broadheads are all over the place. The only thing I changed was the broadhead. That is when it dawned on me that I have never seen a velocity rating on a package of broadheads.
Just some context for the non-archers, and I do not mean to insult anyone.
An arrow is comprised of the shaft which has a spine rating. This is essentially how stiff the arrow is. Arrows flex when they are shot. The more poundage you shoot, the stiffer the arrow must be. Adding a heavier point, changing the length of the arrow, bow poundage, type of bow, speed of the bow, and type of cams (the wheels on a compound bow) all affect the spine.
We then have the knock. The vane configuration that provides stability. And then we have the broadhead or point.
When an archer sets up an arrow, they chose the correct spine, cut it to length, fletch the arrow with 3-4 vanes or feathers, and select a broad head. The bow is also tuned properly to ensure that the arrow is fling out of the bow in the most perfect manner achievable.
Generally, we see very little problem getting the field point to group as they have a small profile. However, when we put a broadhead on our arrow, this is where things get interesting. We have to adjust things to get the heads to fly and group correctly.
I have been trying to get a certain head to group and I simply cannot. That is when it occurred to me.
Bullet manufacturers have calculators to estimate a bullet’s stability given its velocity, twist rate, weight, BC, and SD. We have never considered these with arrows.
External ballistics should be external ballistics regardless of the projectile. We have never given this much thought in the archery world because the bows are not that fast. A very fast bow only shoots in the low 300 FPS range. However, when you look at the surface area of a broadhead and compare it to a Berger 2155, there has to be a correlation somewhere.
Is there a formula to calculate estimated stability given surface area, drag coefficient, and velocity? If we think about the correlation between rifles and bow, and bullets and arrows:
A barrel twist rate is similar to the arrows vane configuration as they are both inducing spin to provide stability.
Speed and projectile weight would be the same values.
What we are missing in archery is the sectional density and ballistic coefficient of the projectile. And a proposed “stability factor” for the vanes as some vanes and vane configuration provide more stability (spin) than others. When we say projectile, we must think of the arrow and all of its components as the projectile.
So this is my question for the guys much smarter than I am. If we exclude shooters ability and form, and assume the bow is perfectly set up with a good arrow configuration. Is it possible that an arrow and become destabilized due to the surface area of the broadhead? Some of these heads are 2.5 inches in diameter and are being steered by small vanes in the back. I posted this on an archery forum and one member suggested that anytime the arrow head extends past the width of the vanes (the steering mechanism) then you would be simulating shooting a bullet backwards.
Thoughts on this? Thanks and be safe.
Just some context for the non-archers, and I do not mean to insult anyone.
An arrow is comprised of the shaft which has a spine rating. This is essentially how stiff the arrow is. Arrows flex when they are shot. The more poundage you shoot, the stiffer the arrow must be. Adding a heavier point, changing the length of the arrow, bow poundage, type of bow, speed of the bow, and type of cams (the wheels on a compound bow) all affect the spine.
We then have the knock. The vane configuration that provides stability. And then we have the broadhead or point.
When an archer sets up an arrow, they chose the correct spine, cut it to length, fletch the arrow with 3-4 vanes or feathers, and select a broad head. The bow is also tuned properly to ensure that the arrow is fling out of the bow in the most perfect manner achievable.
Generally, we see very little problem getting the field point to group as they have a small profile. However, when we put a broadhead on our arrow, this is where things get interesting. We have to adjust things to get the heads to fly and group correctly.
I have been trying to get a certain head to group and I simply cannot. That is when it occurred to me.
Bullet manufacturers have calculators to estimate a bullet’s stability given its velocity, twist rate, weight, BC, and SD. We have never considered these with arrows.
External ballistics should be external ballistics regardless of the projectile. We have never given this much thought in the archery world because the bows are not that fast. A very fast bow only shoots in the low 300 FPS range. However, when you look at the surface area of a broadhead and compare it to a Berger 2155, there has to be a correlation somewhere.
Is there a formula to calculate estimated stability given surface area, drag coefficient, and velocity? If we think about the correlation between rifles and bow, and bullets and arrows:
A barrel twist rate is similar to the arrows vane configuration as they are both inducing spin to provide stability.
Speed and projectile weight would be the same values.
What we are missing in archery is the sectional density and ballistic coefficient of the projectile. And a proposed “stability factor” for the vanes as some vanes and vane configuration provide more stability (spin) than others. When we say projectile, we must think of the arrow and all of its components as the projectile.
So this is my question for the guys much smarter than I am. If we exclude shooters ability and form, and assume the bow is perfectly set up with a good arrow configuration. Is it possible that an arrow and become destabilized due to the surface area of the broadhead? Some of these heads are 2.5 inches in diameter and are being steered by small vanes in the back. I posted this on an archery forum and one member suggested that anytime the arrow head extends past the width of the vanes (the steering mechanism) then you would be simulating shooting a bullet backwards.
Thoughts on this? Thanks and be safe.