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Radians to Gradians Converter

Free instant rad → grad converter. No signup, no uploads — everything is calculated privately in your browser.

1 rad = 63.662 gradians

1 radians = 63.662 gradians

Free, instant, and 100% private — every calculation runs in your browser. Nothing is uploaded.

Quick Answer

1 radian equals 63.662 gradians. To convert radians to gradians, multiply the value by 63.66197723675813.

Key Facts

  • Exact factor: 1 radian = 63.66197723675813 gradians.
  • Formula: 1 radian = 63.662 gradians. Formula: value × 63.66197723675813.
  • Reverse: 1 gradian = 0.015707963267948967 radians.

Radians to Gradians Formula

1 radian = 63.662 gradians. Formula: value × 63.66197723675813

Example: 1 rad → 63.662 grad. Type any value in the converter above to see it converted live.

Radians to Gradians Conversion Table

Radians (rad)Gradians (grad)
1 rad63.662 grad
2 rad127.324 grad
5 rad318.31 grad
10 rad636.62 grad
25 rad1,591.55 grad
50 rad3,183.1 grad
100 rad6,366.2 grad
250 rad15,915.5 grad
500 rad31,831 grad
1,000 rad63,662 grad

Frequently Asked Questions

1 radian = 63.662 gradians. Formula: value × 63.66197723675813. Enter the value above and the result appears instantly — the calculation runs entirely in your browser.

Exactly: 1 radian = 63.66197723675813 gradians. The reverse factor is 1 gradian = 0.015707963267948967 radians.

1 rad = 63.662 grad; 10 rad = 636.62 grad; 100 rad = 6,366.2 grad. Use the full conversion table below for more reference values.

The gradian was defined during the French metrication effort so a right angle equals exactly 100 gradians, making a full turn 400 — nicer for decimal math, less aligned with astronomy and timekeeping (360 divides evenly by 2, 3, 4, 5, 6, 8, 9, 10, 12…). Engineering in most countries still uses degrees; gradians survive mainly in surveying and some European calculators.

Related Angle Conversions

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  • Degrees to Gradians
  • Degrees to Turns
  • Radians to Degrees
  • Radians to Turns
  • Gradians to Degrees
  • Gradians to Radians
  • Gradians to Turns
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