Which is better for squirrel hunting mrad or moa or is it more of a preference since all shots will likely be well under 100yds with a m4 impact. 25 that I'm thinking about ordering specifically for squirrels? Thanks
@Dustin I don’t think it’s a question of which is better. I think it’s more of a preference. MOA and MRAD are units to measure angular distance if my memory serves me correctly. They are on different metric systems similar to how yards and meters are. Use which ever works for you. The reticle style is what’s more important. As long as the subtentions (dots or hashmarks) are spaced incrementally enough and visibly for you to see and practice memorizing or recording your holdover/holdunder points for distance then you will be fine for squirrel hunting. You also want to be sure that the lines in the reticle are thick enough to see in second focal plane and clear and thick enough to see at various magnifications in first focal plane scopes. I prefer illuminated reticles when squirrel hunting in the woods because it’s tough for me to see a black reticle against a squirrel in the shadow of the tree canopy. The ability to illuminate the entire reticle with red light greatly improves my ability to line up a shot. It’s even better when the illumination brightness can be adjusted to where it’s not too dim or too bright to be seen or obscure my target. I hope this helps you some.Which is better for squirrel hunting mrad or moa or is it more of a preference since all shots will likely be well under 100yds with a m4 impact. 25 that I'm thinking about ordering specifically for squirrels? Thanks
Agreed.2 different systems same purpose. For us metric guys mrad is the obvious choice. Think in the long distance world more and more are going mrad. Any way to use it for holdover or wind you will need a first focal plane scope.
Personally all but one all my scopes are mrad.
Tree squirrels I hunt w dogs and alot of the time I'm a flat or 2 below them causing a bit longer shot@Dustin I don’t think it’s a question of which is better. I think it’s more of a preference. MOA and MRAD are units to measure angular distance if my memory serves me correctly. They are on different metric systems similar to how yards and meters are. Use which ever works for you. The reticle style is what’s more important. As long as the subtentions (dots or hashmarks) are spaced incrementally enough and visibly for you to see and practice memorizing or recording your holdover/holdunder points for distance then you will be fine for squirrel hunting. You also want to be sure that the lines in the reticle are thick enough to see in second focal plane and clear and thick enough to see at various magnifications in first focal plane scopes. I prefer illuminated reticles when squirrel hunting in the woods because it’s tough for me to see a black reticle against a squirrel in the shadow of the tree canopy. The ability to illuminate the entire reticle with red light greatly improves my ability to line up a shot. It’s even better when the illumination brightness can be adjusted to where it’s not too dim or too bright to be seen or obscure my target. I hope this helps you some.
100 yards? Are you talking about tree squirrels or ground squirrels?
That's exactly my thought process when taking a shotMilliradians, (MRAD or Mil) and Minute of Angle, (MOA) Trivia
MOA vs MRAD Reticles | An Official Journal Of The NRA (shootingillustrated.com)
(Best with a 6 pack of Beer)
Formula for circumference of a circle = Diameter, (D) x Pi, (Pi = 3.14159.)
There are 7200” in (D) diameter of a 100 yard circle. (100 x 36” x 2 = 7200”)
Circumference of a circle at 100 yards = 22,619.448”, (7200” x 3.14159 Pi.)
1 MRAD & 1 MOA is an angular numeric calculation at a specific distance or range to the target. Shots are measured center to center.
6,283.185 Milliradians (MRAD) = 1 CIRCLE (Pi 3.14159 x 2 x 1000 = 6,283.185, mathematical.)
6,400 Milliradians = 1 CIRCLE, (NATO rounded MRAD.)
21,600 Minutes = 1 CIRCLE, (360 degrees x 60 Minutes in 1 degree = 21,600 minutes)
1 MOA = 1.0471975” at 100 yards, 22,619.448”/21,600 Minutes, (1” rounded.)
1 MRAD = 3.6” at 100 yards, 22,619.448”/6283.185 MRAD, mathematical.
1 MRAD = 3.534” at 100 yards, 22,619.448/6400 MRAD, NATO.
1 MRAD = 10 cm at 100 meters. (2 x PI x 1000 = 6283.185 MRADs in a circle). 100 meters = 10,000 cm x 2 = 20,000 cm in diameter of 100 meter circle. 20K x PI = 62,831.85/6,283.18 MRADs = 10 cm; for (1 MRAD at 100 meters = 10 centimeters).
Scope settings MOA or MRAD.
It also depends on what your scope's notion of 1 milliradian is, because the NATO milliradian differs from the mathematical definition of a milliradian.
A mathematically accurate radian is that part of a circle where 2 * PI radians is a full circle, and a milliradian, (MRAD), is 1/1000th of a radian, so a full circle is equal to approximately 6283.185 milliradians (2000 * PI).
But the NATO definition of a milliradian for use in ballistics is that a full circle is split into 6400 NATO milliradians.
Anyway, the difference is not very large, with mathematically accurate MRADs, 1 MRAD is 100 cm @ 1000 m, with 1 NATO MRAD, it is 98.2 cm @ 1000 m. For this reason, if your scope uses mathematically accurate MRADs, 1 MRAD is about 3.44 MOAs, but if it uses NATO MRADs, then 1 MRAD is 3.375 MOAs.
The distance of the reticle's movement per click is tan(angle) * distance, however, at longer distances this is not exactly equal to the change in point of impact, because of the difference between changes to the line of sight and changes in the bullet's trajectory.
degrees = MOAs / 60
MOAs = degrees * 60
degrees = MRADs / (PI * 1000) * 180
degrees = (MRADs / 6400) * 360 [with NATO MRADs]
MRADs = (degrees / 180) * PI * 1000
MRADs = (degrees / 360) * 6400 [with NATO MRADs]
MOAs = MRADs / (PI * 1000) * 10800
MOAs = (MRADs / 6400) * 21600 [with NATO MRADs]
MRADs = (MOAs / 10800) * PI * 1000
MRADs = (MOAs / 21600) * 6400 [with NATO MRADs]