Boatschool02
Silver $$ Contributor
Hello,
First post.
Huge fan of the caliber specific pages. Such a wealth of knowledge. Thanks.
--
I've commissioned my first 6mmBR rifle to be built upon a Borden BRM action.
In the course of my homework, I've read nearly every freebore related post on this site spanning more than eight years. A plot of the results across brands, bullet weights, bearing surfaces, and barrel diameters turns out to be less than helpful.
--
What I don't understand is this:
1. Just how differently can reamer manufacturers' "versions" of freebore calculations actually be?
-- If this is tangible, why can't we quantify it?
2. Why aren't people, especially among such a detail-oriented crowd, talking about bearing surface to ogive measurements instead of weight? (Weight being so misleading regarding ideal freebore, in this case.)
Any/all input is appreciated. While I understand that a "calculator-like" app may not be appropriate, and is likely unnecessary as reamer manufacturers don't charge to spec dummy rounds, I do feel that we can do better when discussing optimal freebore considerations WRT specific bullets.
If nothing else, an accepted "rough" methodology might help reduce redundant questions and enable readers to experiment with different bullets in a more calculated manner.
Thanks,
Luke
-------
Calculations based on Berger Quick Reference Sheet:
In hopes of sparking some interest (and in case my PDF attachment doesn't work) the first column represents four extreme examples of what I'll term "ogive protrusion" with the Flat Back or Bearing Surface heel 0.042" ahead of the NSJ. 0.042" leaves 0.100" of usable progression before encroaching on Sierra Tech Support's 80% of one caliber in the neck (+/- 0.180") recommendations. (Of interesting note, this is not possible with either the Berger Target or Hunting 95 grain VLD but IS POSSIBLE with the 87.)
The second column represents the associated, calculated freebore assuming .028" (.014 + 0.014) is removed from the calculation for case length and a 45 degree slope from neck to throat. Yes, this ignores any "jam" and any math related to throating angles. This is largely due to my election to measure forward from the bolt face vice backwards from the lands. If these assumptions can be removed or improved, please chime in.
Bullet //OP// **FB**
Berger 68FB Target: //.122"// **0.094"**
Berger 88FB Varmint: //.173"// **0.145"**
Berger 95 VLD Hunter: //.078"// **0.050"**
Berger 105 VLD Target: //.123"// **0.095"**
While it might be easy to dismiss the first two bullet calculations based on norms or convention, this method arrives within 0.010" of the forum's accepted advice on the both VLD bullets. If for example, I had selected 0.050" ahead of the NSJ, the 105 VLD Target freebore math would be 0.001" away from the frequently endorsed 0.104" norm.
Why does this method clash with the accepted norms (extensive interviews and posts by champions, smiths, and reamer manufacturers) for "lighter" Flat Back bullets, where the math is even easier?
EX: ((Bearing Surface - 0.280") (0.042 ahead of NSJ in 0.322 neck) + (Base to Ogive - Bearing Surface) - neck length adjustment (0.014) - lead adjustment (0.014) = Freebore
Even if my math is missing a critical element, why wouldn't the delta apply to all bullets working from the bolt face forward? Said differently, if the Ogive shape (secant vs tangent vs hybrid), throating angle, and barrel diameter hold the missing clues, what is the point of the manufacturer specified ogive measurements? (Notice how traditional shaped bullets yield a larger distance from Ogive back to the bearing surface.)
First post.
Huge fan of the caliber specific pages. Such a wealth of knowledge. Thanks.
--
I've commissioned my first 6mmBR rifle to be built upon a Borden BRM action.
In the course of my homework, I've read nearly every freebore related post on this site spanning more than eight years. A plot of the results across brands, bullet weights, bearing surfaces, and barrel diameters turns out to be less than helpful.
--
What I don't understand is this:
1. Just how differently can reamer manufacturers' "versions" of freebore calculations actually be?
-- If this is tangible, why can't we quantify it?
2. Why aren't people, especially among such a detail-oriented crowd, talking about bearing surface to ogive measurements instead of weight? (Weight being so misleading regarding ideal freebore, in this case.)
Any/all input is appreciated. While I understand that a "calculator-like" app may not be appropriate, and is likely unnecessary as reamer manufacturers don't charge to spec dummy rounds, I do feel that we can do better when discussing optimal freebore considerations WRT specific bullets.
If nothing else, an accepted "rough" methodology might help reduce redundant questions and enable readers to experiment with different bullets in a more calculated manner.
Thanks,
Luke
-------
Calculations based on Berger Quick Reference Sheet:
In hopes of sparking some interest (and in case my PDF attachment doesn't work) the first column represents four extreme examples of what I'll term "ogive protrusion" with the Flat Back or Bearing Surface heel 0.042" ahead of the NSJ. 0.042" leaves 0.100" of usable progression before encroaching on Sierra Tech Support's 80% of one caliber in the neck (+/- 0.180") recommendations. (Of interesting note, this is not possible with either the Berger Target or Hunting 95 grain VLD but IS POSSIBLE with the 87.)
The second column represents the associated, calculated freebore assuming .028" (.014 + 0.014) is removed from the calculation for case length and a 45 degree slope from neck to throat. Yes, this ignores any "jam" and any math related to throating angles. This is largely due to my election to measure forward from the bolt face vice backwards from the lands. If these assumptions can be removed or improved, please chime in.
Bullet //OP// **FB**
Berger 68FB Target: //.122"// **0.094"**
Berger 88FB Varmint: //.173"// **0.145"**
Berger 95 VLD Hunter: //.078"// **0.050"**
Berger 105 VLD Target: //.123"// **0.095"**
While it might be easy to dismiss the first two bullet calculations based on norms or convention, this method arrives within 0.010" of the forum's accepted advice on the both VLD bullets. If for example, I had selected 0.050" ahead of the NSJ, the 105 VLD Target freebore math would be 0.001" away from the frequently endorsed 0.104" norm.
Why does this method clash with the accepted norms (extensive interviews and posts by champions, smiths, and reamer manufacturers) for "lighter" Flat Back bullets, where the math is even easier?
EX: ((Bearing Surface - 0.280") (0.042 ahead of NSJ in 0.322 neck) + (Base to Ogive - Bearing Surface) - neck length adjustment (0.014) - lead adjustment (0.014) = Freebore
Even if my math is missing a critical element, why wouldn't the delta apply to all bullets working from the bolt face forward? Said differently, if the Ogive shape (secant vs tangent vs hybrid), throating angle, and barrel diameter hold the missing clues, what is the point of the manufacturer specified ogive measurements? (Notice how traditional shaped bullets yield a larger distance from Ogive back to the bearing surface.)