I've been thinking about this for a while, now somebody tell me why it won't work for calculating the range marks on reticles like the Leupy B&C, Nikon BDC ETC.
These scopes have marks for 300, 400, 500 yds etc, but here's no way they can be accurate for whatever caliber you happen to be shooting, they're just approximate, we all know this.
My shooting range, although well laid out with good solid benches, concrete slabs, a roof etc, is only 100 yds. I calculate a 200 yd zero for whatever bullet I'm shooting by finding the BC, the average velocity and using the bullet weight. Using ballistic software I determine the holdover for 100 yds, zero my scope to this mark and know I'm zeroed for a 200 yd POI. I think we all use this method if we don't have access to a 200 yd range, but want a 200 yd zero.
Why won't this method work for calculating the actual range to zero for the marks on the B&C, BDC etc?
I have a 4.5 x 14 Leupy B&C on my 25-06. Using my ballistic software I find the 100 gr Sierra it likes, which has a BC of .355 and a velocity of 3200 fps, needs to be 1.2" high at 100 in order to be on at 200. The software also says it needs to be 3.3" high at 100 to be zeroed at 300, 5.9" for 400, 7.3" for 450 etc.
I feel like I can take a large target, at 100 yds, and shoot a group aimed at the center dot of the target, but using the 300 yd pip in the scope, find the average height of the POI above dead center and calculate where this 300 yd pip is actually placing my bullet at 300 yds. If it's 3.3" high, then I'm dead on at 300. If it's higher or lower than 3.3" I can still calculate where it's actually placing my shot. Say it's only 3" high at 100. This would probably mean the 300 yd pip is placing my shot somewhere around 280 or so and would maybe be an inch low at 300. It would be easy enough to find the exact POI in relation to 300 yds by using ballistic software.
This could be repeated, using the same target and point of aim, but with the 400 yd pip, 450 yd pip etc. If the POI is 5.9" high using the 400 yd pip, then I'm dead perfect. If it's 5" high, then again it's aiming me short of 400, maybe 360, 370, something like that.
Basically, I guess what I'm saying is that by using this method I can find the actual POIs for my 100 gr Sierra when I use the range marks on my reticle. Instead of 200 at crosshairs, then 300, 400, 450 etc using the pips, it may be 200 at crosshairs, then 280, 375, 420 etc in real life.
No matter where the range marks actually place my bullet, as long as I know the range I'm good to go, and I believe I can calculate these points by using the described method.
Does anyone see a flaw in my reasoning?
Sorry for the long post. Thanks Bacova
This is a later addition to this post...
I may need to clarify that Leupold, Nikon etc all say that the way to learn to use these reticles properly is by actually shooting the rifle at various ranges and observing the results. Practice, practice, practice. I feel like my method of calculation, while being no substitute for practice, will negate the need for finding a range where you can actually shoot at 300, 400, 500 etc.
These scopes have marks for 300, 400, 500 yds etc, but here's no way they can be accurate for whatever caliber you happen to be shooting, they're just approximate, we all know this.
My shooting range, although well laid out with good solid benches, concrete slabs, a roof etc, is only 100 yds. I calculate a 200 yd zero for whatever bullet I'm shooting by finding the BC, the average velocity and using the bullet weight. Using ballistic software I determine the holdover for 100 yds, zero my scope to this mark and know I'm zeroed for a 200 yd POI. I think we all use this method if we don't have access to a 200 yd range, but want a 200 yd zero.
Why won't this method work for calculating the actual range to zero for the marks on the B&C, BDC etc?
I have a 4.5 x 14 Leupy B&C on my 25-06. Using my ballistic software I find the 100 gr Sierra it likes, which has a BC of .355 and a velocity of 3200 fps, needs to be 1.2" high at 100 in order to be on at 200. The software also says it needs to be 3.3" high at 100 to be zeroed at 300, 5.9" for 400, 7.3" for 450 etc.
I feel like I can take a large target, at 100 yds, and shoot a group aimed at the center dot of the target, but using the 300 yd pip in the scope, find the average height of the POI above dead center and calculate where this 300 yd pip is actually placing my bullet at 300 yds. If it's 3.3" high, then I'm dead on at 300. If it's higher or lower than 3.3" I can still calculate where it's actually placing my shot. Say it's only 3" high at 100. This would probably mean the 300 yd pip is placing my shot somewhere around 280 or so and would maybe be an inch low at 300. It would be easy enough to find the exact POI in relation to 300 yds by using ballistic software.
This could be repeated, using the same target and point of aim, but with the 400 yd pip, 450 yd pip etc. If the POI is 5.9" high using the 400 yd pip, then I'm dead perfect. If it's 5" high, then again it's aiming me short of 400, maybe 360, 370, something like that.
Basically, I guess what I'm saying is that by using this method I can find the actual POIs for my 100 gr Sierra when I use the range marks on my reticle. Instead of 200 at crosshairs, then 300, 400, 450 etc using the pips, it may be 200 at crosshairs, then 280, 375, 420 etc in real life.
No matter where the range marks actually place my bullet, as long as I know the range I'm good to go, and I believe I can calculate these points by using the described method.
Does anyone see a flaw in my reasoning?
Sorry for the long post. Thanks Bacova
This is a later addition to this post...
I may need to clarify that Leupold, Nikon etc all say that the way to learn to use these reticles properly is by actually shooting the rifle at various ranges and observing the results. Practice, practice, practice. I feel like my method of calculation, while being no substitute for practice, will negate the need for finding a range where you can actually shoot at 300, 400, 500 etc.
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