Find how a value in degrees per second is expressed in revolutions per minute. The result panel records the forward operation and reconstructs the entered measurement as a practical check.
Start with the degrees per second amount and apply the defined degrees per second to rpm rule. Multiply degrees per second by 0.166666666667 to obtain revolutions per minute.
A inverse arithmetic uses revolutions per minute as the input: Divide revolutions per minute by 0.166666666667 to return to degrees per second.
A stated amount in degrees per second may need to be reported in revolutions per minute for rotating equipment, motion control, animation, and test data.
Nothing physical changes during degrees per second to rpm; the numerical figure changes because °/s and rpm divide the angular speed scale differently.
The input-unit symbol °/s denotes degrees per second; the destination symbol rpm denotes revolutions per minute. Their fixed link in degrees per second to rpm is 0.166666666667.
RPM and radians per second report the same rotation rate using different turn and time units. On this page, degrees per second never silently changes standard before becoming revolutions per minute. Labeling both values protects the degrees per second to rpm record from later being mistaken for the input unit later.
For the shown case, 360 °/s corresponds to 60 rpm. The arithmetic line is 360 × 0.166666666667 = 60.
A lower input, the baseline, and a higher input create three benchmarks for judging the scale of revolutions per minute.
When revolutions per minute is not the required destination, open the angular speed converter from this degrees per second to rpm page. Another useful route is rpm to radians per second.
A document for rotating equipment, motion control, animation, and test data may place degrees per second and revolutions per minute side by side. State which column uses °/s and which uses rpm before comparing them.
If the converted revolutions per minute figure controls a purchase, operating choice, or threshold, confirm the input definition and accuracy rule. That context is more important than presenting the full decimal length.
The forward unit ratio is 0.166666667 rpm per °/s. The reciprocal scale for degrees per second to rpm is 6 °/s per rpm.
Multiplying by a ratio whose denominator is °/s leaves rpm on the answer. That cancellation offers a quick manual audit.
Predict whether the rpm number should be greater or less than the °/s number by inspecting the coefficient 0.166666666667.
Then apply the inverse rule to the shown revolutions per minute amount and look for the starting degrees per second figure.
A downstream arithmetic should receive the full revolutions per minute answer, not a prematurely rounded display. Preserve degrees per second in °/s so the degrees per second to rpm step remains reproducible.
A arithmetic-stage figure in rpm may need more decimals than a published label. Keep them through the purpose of the degrees per second to rpm answer is known.
If degrees per second was estimated, report revolutions per minute as an estimate too. A long rpm display does not make the input more exact.
Multiply degrees per second by 0.166666666667 to obtain revolutions per minute. Divide revolutions per minute by 0.166666666667 to return to degrees per second.
Start from the rpm answer and calculate back toward °/s. Agreement with the original degrees per second confirms the direction and coefficient.
Yes. Zero °/s maps to zero rpm because degrees per second to rpm has no zero-point offset.
Carry guard digits in revolutions per minute while it is still a arithmetic-stage figure. Present rpm with no more resolution than the original °/s measurement warrants.