Question

How to convert linear speed expressed in meters per second [m/s] to angular velocity expressed in revolutions per second [rpm]?


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Answer

$$ N_{(rpm)} = \frac {60} { 2 \pi \times r} v_{(m.s^{-1})} $$ where :
\( v \) is the linear velocity expressed in \(m.s^{-1} \)
\( N \) is the angular velocity expressed in \(rpm\)
\( r \) is the radius expressed in \(m \)


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# ID Query
0 3958 how to convert rpm to meters to second