Whenever shooting at distance and at a slope, either downhill or uphill you have to allow for gravity’s effect on your bullets flight…
Deflection Chart
Slope° Multiply by
00.......1.00
05.......0.99
10.......0.98
15.......0.96
20.......0.94
25.......0.91
30.......0.87
35.......0.82
40.......0.77
45.......0.70
Example = 300 yards @ 45° angle = 300 x .70= 210 yards if you’ve set your sights at 300 you’ll probably miss…
Example = 500 yards @ 33° = 500 x .87 (30°) = 435 plus 500 x .82 (35°) = 415 + 435 = 850÷2 = 425 yards
Published in American Rifleman, March 2006 issue, page 15
Here is a tool that helps to calculate the adjustments automatically in the field.
Submitted by SeekHer
[[Category: Shooting Tips and Techniques]]
[[Category: Rifle]]
Shooting UphillDownhill Range Calculation Chart
- SeekHer
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Shooting UphillDownhill Range Calculation Chart
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Damn the TSA and Down with the BATF(u)E!
Support the J P F O to "Give them the Boot"!!
- AndytheAxe
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Re: Shooting UphillDownhill Range Calculation Chart
Are they the same coefficient for both uphill and downhill?
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- NVGdude
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Re: Shooting UphillDownhill Range Calculation Chart
Yes.
The Coeficient is just the Cosine of the angle. However, it's only a first approximation, as it does not account for loss of velocity due to air drag.
The Coeficient is just the Cosine of the angle. However, it's only a first approximation, as it does not account for loss of velocity due to air drag.