Re: NXS 3.5-15x50 MOA/MOA opinions needed
<div class="ubbcode-block"><div class="ubbcode-header">Originally Posted By: jwp475</div><div class="ubbcode-body">
The following is by Darrell Holland
http://longrangehunting.com/articles/ranging-reticles-1.php
<div class="ubbcode-block"><div class="ubbcode-header">Quote:</div><div class="ubbcode-body">Using the MOA scale we can also determine the distance to the target. Suppose we‘ve lost our mil-data cards and or our calculator vapor locked. Simply divide the number of “Minutes” the target subtends into the target size to determine range to the target. Example: 18 inch mule deer, bracketing our buck from the top of the back to the brisket he measures 6 MOA. Divide 18 by 6 and we get 3, our deer is 300 yards away. If he brackets 4.5 minutes of angle, 18 divided by 4.5 equals 4, he is 400 yards away. In this case we are actually using the “ Inch of Angle “ scale and not worrying about the extra .047 of an inch in True Minute of Angle. <span style="font-weight: bold">The extra .047 amounts to a 4.6% difference in range (at 400 yards this amounts to 18 yards) one can easily round the 4.6% to 5 % and add this to our range if so desired. This system is fast, accurate and we can do the math in our head.</span> </div></div> </div></div>
Sure that's all fine and good but why not dispense with the extra step of adding the 4.6% difference for every MOA adjustment at every yardage? Keep in mind there is stacking involved where each MOA has the extra .047" per 100yd MOA. IPHY is the exact angular measurement that remove the inaccuracy (1 IPHY = 1 inch @ 100 yards, 30 IPHY = 30 inches @ 100 yards, 30 IPHY = 300 inches @ 1000 yards)when corresponding angular measurements to linear measurements down range. Perform the same calculations using True MOA (1 MOA = 1.047" @ 100 yards, 30 MOA = 31.41" @ 100 yards, 30 MOA = 314.10" at 1000 yards).
This is why I say, if you use inches/yards/mph etc, IPHY is the easiest to use. If you think in terms of cm/meters/kph, mils is your ticket. True MOA while serving as a proper method of angular measurement does not work as well corresponding to linear measurements down range....
Now I realize that we don't tend to use whole even numbers when you're in the field but at least your estimates for ranging, target size, etc don't have an additional inaccuracy involved when using True MOA versus mil of IPHY.