Revolution to Mil

rev

1 rev

mil

6,400 mil

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Quick Reference Table (Revolution to Mil)

Revolution (rev)Mil (mil)
0.251,600
0.53,200
16,400
212,800
532,000
1064,000

About Revolution (rev)

A revolution is one complete rotation, equal to 360° or 2π radians. The term is common in mechanics and engineering when describing rotating machinery — engine crankshafts, wheels, turbines, and motors. Rotational speed is measured in revolutions per minute (RPM), one of the most widely used mechanical specifications. Unlike "turn" or "circle", "revolution" often implies a physical object completing a full orbital or axial rotation, such as a planet revolving around the sun.

A car engine idling at 700 RPM completes 700 revolutions every minute. Earth completes one revolution around the Sun every 365.25 days.

About Mil (mil)

The mil (or angular mil) is a unit of angle equal to 1/6400 of a full circle, or approximately 0.05625°. It is used primarily in military targeting, artillery, and ballistics because at a range of 1,000 meters, one mil subtends approximately 1 meter — making range-to-target calculations straightforward. Different militaries have historically used slightly different definitions (NATO uses 6400, Warsaw Pact used 6000, Sweden used 6300), but the NATO mil (1/6400 circle) is the current standard.

At 1,000 m range, 1 mil of angular error corresponds to roughly 1 m of lateral offset. Artillery observers use mils to call corrections such as "right 20 mils".


Revolution – Frequently Asked Questions

RPM (revolutions per minute) counts how many full 360° rotations an object completes each minute. It dominates because it maps directly to what you can see and feel — a wheel either goes around or it doesn't. Degrees per second would produce absurdly large numbers: an engine at 3,000 RPM is spinning at 18,000 degrees per second, which is meaningless to a mechanic. RPM is intuitive, and that's why every tachometer, drill spec sheet, and turntable rating uses it.

Earth completes one revolution on its axis every 23 hours 56 minutes (a sidereal day). At the equator, that's a surface speed of about 1,670 km/h. If it suddenly stopped, everything not bolted to bedrock would continue moving eastward at that speed — winds would scour the surface, oceans would slosh into continental-scale tsunamis, and the atmosphere would take years to settle. Thankfully, Earth is decelerating by only about 2.3 milliseconds per century due to tidal friction with the Moon.

A vinyl record plays at 33⅓ or 45 RPM. A washing machine spin cycle hits 1,000–1,400 RPM. A car engine idles at 600–900 RPM and redlines at 6,000–9,000 RPM (F1 cars reached 20,000 RPM before regulations capped them). A dentist's drill spins at 250,000–400,000 RPM. Hard drive platters rotate at 5,400 or 7,200 RPM. A jet engine's high-pressure turbine reaches 10,000–15,000 RPM. The fastest man-made spinning object — a nanorotor in a lab — reached 300 billion RPM in 2018.

In strict usage, "revolution" is orbital (Earth revolves around the Sun) while "rotation" is axial (Earth rotates on its axis). But colloquially the two words get swapped constantly, even by scientists. The key distinction: an orbit traces a path around an external point, while a spin is about an internal axis. The Moon is tidally locked, meaning its rotation period equals its revolution period — which is why we always see the same face.

Conservation of angular momentum. When a skater pulls their arms inward, they reduce their moment of inertia (the rotational equivalent of mass). Since angular momentum (L = Iω) must stay constant, decreasing I forces ω (angular velocity in revolutions per second) to increase. A skater can go from 2 revolutions per second with arms out to 5–7 revolutions per second with arms tucked. It's the same physics that makes neutron stars spin at hundreds of revolutions per second after a massive star collapses.

Mil – Frequently Asked Questions

Because mils create a beautifully simple relationship: at 1,000 meters, 1 mil ≈ 1 meter of lateral distance. An artillery spotter who sees a shell land 30 meters left of the target simply radios "right 30" and the gunner adjusts 30 mils. No trigonometry, no calculator, no conversion tables — just a direct, linear approximation that works under fire. Degrees would require multiplying by 17.45 to get the same offset, which is exactly the kind of arithmetic you don't want to do while being shot at.

NATO uses 6,400 mils per circle because it divides evenly by many tactically useful numbers (2, 4, 8, 16, 32, 64). The former Warsaw Pact used 6,000 for simpler decimal arithmetic. Sweden historically used 6,300 (a closer approximation to 2,000π). The mathematically "pure" mil would be 6,283.19… (2,000π), making 1 mil exactly 1 milliradian — but nobody uses that because it doesn't divide evenly by anything. NATO's 6,400 won out as the global standard.

A true milliradian (mrad) is 1/1000 of a radian, giving 6,283.19… per circle. A NATO mil is 1/6400 of a circle, which is about 0.98 milliradians. The difference is roughly 2%, which matters in precision shooting but not in artillery. Long-range rifle scopes are increasingly calibrated in true milliradians (mrad), while military artillery sticks with NATO mils. If a scope says "mil-dot," it almost certainly means milliradians, not NATO mils.

A mil-dot reticle has dots spaced exactly 1 milliradian apart. If you know the size of your target, you can estimate distance: a 1.8-meter-tall person who spans 3 mil-dots is at 1,800/3 = 600 meters. The formula is target size (mm) ÷ size in mils = range (m). Snipers memorize common reference sizes — vehicle widths, door heights, shoulder widths — so they can range targets without a laser rangefinder. It's 18th-century trigonometry dressed up in modern optics.

A military lensatic compass reads 0 to 6400 mils instead of 0 to 360°. North is 0 (or 6400), east is 1600, south is 3200, west is 4800. Grid references and fire missions are called in mils because they plug directly into artillery calculations. To convert a mil bearing to degrees, multiply by 0.05625 (or divide by 17.78). Most soldiers never bother converting — they think in mils natively, the same way a pilot thinks in knots rather than converting to km/h.

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