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Conversion Formula for Turn Per Minute to Radian Per Minute
The formula of conversion of Turn Per Minute to Radian Per Minute is very simple. To convert Turn Per Minute to Radian Per Minute, we can use this simple formula:
1 Turn Per Minute = 6.2831853072 Radian Per Minute
1 Radian Per Minute = 0.1591549431 Turn Per Minute
One Turn Per Minute is equal to 6.2831853072 Radian Per Minute. So, we need to multiply the number of Turn Per Minute by 6.2831853072 to get the no of Radian Per Minute. This formula helps when we need to change the measurements from Turn Per Minute to Radian Per Minute
Turn Per Minute to Radian Per Minute Conversion
The conversion of unit Turn Per Minute to unit Turn Per Minute is very simple. Since, as discussed above, One Turn Per Minute is equal to 6.2831853072 Radian Per Minute. So, to convert Turn Per Minute to Radian Per Minute, we must multiply no of Turn Per Minute to 6.2831853072. Example:-
| Turn Per Minute | Radian Per Minute |
|---|---|
| 0.01 Turn Per Minute | 0.0628318531 Radian Per Minute |
| 0.1 Turn Per Minute | 0.6283185307 Radian Per Minute |
| 1 Turn Per Minute | 6.2831853072 Radian Per Minute |
| 2 Turn Per Minute | 12.5663706144 Radian Per Minute |
| 3 Turn Per Minute | 18.8495559215 Radian Per Minute |
| 5 Turn Per Minute | 31.4159265359 Radian Per Minute |
| 10 Turn Per Minute | 62.8318530718 Radian Per Minute |
| 20 Turn Per Minute | 125.6637061436 Radian Per Minute |
| 50 Turn Per Minute | 314.159265359 Radian Per Minute |
| 100 Turn Per Minute | 628.318530718 Radian Per Minute |
| 500 Turn Per Minute | 3,141.5926535898 Radian Per Minute |
| 1,000 Turn Per Minute | 6,283.1853071796 Radian Per Minute |
Details for Turn per Minute (Rotational Speed)
Introduction : Turn per minute expresses how many full 360-degree revolutions occur each minute. It is an intuitive and visually meaningful unit, especially useful in systems where complete turns are tracked rather than partial angles, and is closely related to RPM.
History & Origin : Turn per minute is derived from the fundamental idea of full circle rotations. While closely aligned with RPM (revolutions per minute), it is a more semantic alternative used in programming, simulations, and math-based visualization contexts.
Current Use : Applied in 3D modeling, engineering simulations, and slow-turning mechanical systems. Turn per minute provides a user-friendly way to represent rotational speeds where full circles matter, such as rotating sensors, solar panels, or small motors.
Details for Radian per Minute (Slower Angular Velocity)
Introduction : Radian per minute is a metric unit expressing angular velocity over a longer time interval. It indicates how many radians are swept out per minute and is suitable for systems where changes in orientation occur more slowly or gradually.
History & Origin : Derived from the SI radian unit, radian per minute became common as engineers needed a more human-scale time unit for measuring angular velocity in slow-turning devices. It is often used in situations where rotation isn’t rapid but still requires precise measurement.
Current Use : Commonly used in analog clocks, rotating display platforms, and geological instruments, rad/min provides a convenient alternative to rad/s for slower systems. It's especially useful in control systems that operate over longer time cycles or in monitoring gradual rotations.
Popular Angular Velocity Unit Conversions
Convert Turn Per Minute to Other Units
FAQ on Turn Per Minute to Radian Per Minute Conversion:
What is the Symbol of Turn Per Minute and Radian Per Minute?
The symbol for Turn Per Minute is 'turn/min', and for Radian Per Minutes, it is 'rad/min'. These symbols are used to denote angular velocity in everyday and technical measurements.
How to convert Turn Per Minute(s) to Radian Per Minute(es)?
To convert Turn Per Minute(s) to Radian Per Minute(es), multiply the number of Turn Per Minutes by 6.2831853071796 because one Turn Per Minute equals 6.2831853071796 Radian Per Minutes.
Formula: Radian Per Minutes = Turn Per Minutes × 6.2831853071796.
This is a standard rule used in angular velocity conversions.
How to convert Radian Per Minute(es) to Turn Per Minute(s) ?
To convert Radian Per Minute(es) to Turn Per Minute(s), divide the number of Radian Per Minutes by 6.2831853071796, since, 1 Turn Per Minute contains exactly 6.2831853071796 Radian Per Minute(es).
Formula: Turn Per Minutes = Radian Per Minute(s) ÷ 6.2831853071796.
It’s a common calculation in angular velocity conversions.
How many Turn Per Minute(s) are these in an Radian Per Minute(es) ?
There are 0.1591549430919 Turn Per Minutes in one Radian Per Minute. This is derived by dividing 1 Radian Per Minute by 6.2831853071796, as 1 Turn Per Minute equals 6.2831853071796 Radian Per Minute(s).
Formula: Turn Per Minute = Radian Per Minutes ÷ 6.2831853071796.
It’s a precise unit conversion method.
How many Radian Per Minute(es) are these in an Turn Per Minute(s) ?
There are exactly 6.2831853071796 Radian Per Minutes in one Turn Per Minute. This is a fixed value used in the measurement system.
Formula: Radian Per Minute(s) = Turn Per Minutes × 6.2831853071796.
It's one of the most basic conversions.
How many Radian Per Minute in 10 Turn Per Minute?
There are 62.831853071796 Radian Per Minutes in 10 Turn Per Minutes. This is calculated by multiplying 10 by 6.2831853071796.
Formula: 10 Turn Per Minutes × 6.2831853071796 = 62.831853071796 Radian Per Minutes.
This conversion is helpful for angular velocity measurements.
How many Radian Per Minute(s) in 50 Turn Per Minute?
There are 314.15926535898 Radian Per Minutes in 50 Turn Per Minutes. One can calculate it by multiplying 50 by 6.2831853071796.
Formula: 50 Turn Per Minutes × 6.2831853071796 = 314.15926535898 Radian Per Minutes.
This conversion is used in many applications.
How many Radian Per Minute(s) in 100 Turn Per Minute?
There are 628.31853071796 Radian Per Minute(s) in 100 Turn Per Minutes. Multiply 100 by 6.2831853071796 to get the result.
Formula: 100 Turn Per Minutes × 6.2831853071796 = 628.31853071796 Radian Per Minute(s).
This is a basic unit conversion formula.