16 units · base unit rad · 1

Angle converter

Angle is dimensionless, so every conversion here is a pure number. The ones involving π are irrational — this calculator carries 60 digits of π, so results stay correct far past what any display shows.

1000mrad
✓ Exact 1 rad = 1000 mrad
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1 rad = 1000 mrad
Show this value in all 16 angle units
  • Radians rad 1
  • Milliradians mrad 1000
  • Microradians µrad 1 000 000
  • Degrees ° 57.295 779 513 1
  • Arcminutes ′ 3437.746 770 78
  • Arcseconds ″ 206 264.806 247
  • Milliarcseconds mas 206 264 806.247
  • Gradians gon 63.661 977 236 8
  • Turns tr 0.159 154 943 092
  • Quadrants quad 0.636 619 772 368
  • Sextants sextant 0.954 929 658 551
  • Octants octant 1.273 239 544 74
  • Mil (NATO)s mil 1018.591 635 79
  • Mil (Warsaw Pact)s mil 954.929 658 551
  • Compass points pt 5.092 958 178 94
  • Hour angles h 3.819 718 634 21

Every row is Radian (rad) converted through the radian, in exact rational arithmetic.

Common angle conversions

All angle units

Each unit expressed in radians (rad), the unit everything in this category converts through.

Unit Symbol System Value in rad
Radian rad SI 1
Milliradian mrad metric 0.001
Microradian µrad metric 0.000001
Degree ° other 0.0174532925199
Arcminute ′ other 0.000290888208666
Arcsecond ″ other 0.0000048481368111
Milliarcsecond mas astronomical 0.0000000048481368111
Gradian gon metric 0.0157079632679
Turn tr other 6.28318530718
Quadrant quad other 1.57079632679
Sextant sextant other 1.0471975512
Octant octant other 0.785398163397
Mil (NATO) mil other 0.000981747704247
Mil (Warsaw Pact) mil other 0.0010471975512
Compass point pt other 0.196349540849
Hour angle h astronomical 0.261799387799

About angle units

Convert degrees, radians, gradians, arcseconds and artillery mils.

Angle is dimensionless, so every conversion here is a pure number. The ones involving π are irrational — this calculator carries 60 digits of π, so results stay correct far past what any display shows.

Dimensional formula: 1. Every conversion on this page goes through the radian, using exact fractions rather than decimal approximations. Read how that works →

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