10 RPM to RPS – Full Calculation Guide

0.1667 rps

Converting 10 rpm to rps involves dividing the rotations per minute by 60 since there are 60 seconds in a minute. So, 10 rpm divided by 60 gives the rotations per second, which is approximately 0.1667 rps. This shows how many complete rotations happen each second when rotating at 10 revolutions per minute.

Conversion to rps from rpm

To convert revolutions per minute (rpm) to revolutions per second (rps), you simply divide the rpm value by 60 because there are 60 seconds in a minute. This method transforms the rate from a per-minute basis to a per-second basis, making it easier to compare rotational speeds across different time scales.


Result in rps:

Conversion Formula

The conversion formula from rpm to rps is straightforward: rps = rpm ÷ 60. This works because a revolution per minute divided by 60 gives revolutions per second. For example, if you have 120 rpm, dividing 120 by 60 yields 2 rps, meaning 2 rotations happen each second.

Conversion Example

  • Convert 30 rpm to rps:
    • Divide 30 by 60.
    • Result: 0.5 rps.
    • This means 0.5 rotations happen each second at 30 rpm.
  • Convert 60 rpm to rps:
    • Divide 60 by 60.
    • Result: 1 rps.
    • Indicating one rotation each second when spinning at 60 rpm.
  • Convert 5 rpm to rps:
    • Divide 5 by 60.
    • Result: 0.0833 rps.
    • This shows a slow rotation, about 0.0833 rotations per second.
  • Convert 120 rpm to rps:
    • Divide 120 by 60.
    • Result: 2 rps.
    • Two rotations happen in each second when at 120 rpm.

Conversion Chart

rpmrps
-15.0-0.25
-10.0-0.17
-5.0-0.08
0.00.00
5.00.08
10.00.17
15.00.25
20.00.33
25.00.42
30.00.50
35.00.58

This chart shows how rpm values convert into rps. To read it, find your rpm value in the first column, then look across to find the corresponding rps in the second column. It helps quickly estimate rotational speeds for various rpm settings.

Related Conversion Questions

  • What is 10 rpm in revolutions per second (rps)?
  • How do I convert 10 rpm to rps manually?
  • What does 10 rpm equal in rps for a motor speed?
  • If a wheel spins at 10 rpm, how many rotations does it make per second?
  • Can I use a simple formula to convert 10 rpm to rps?
  • What is the rps equivalent of 10 revolutions per minute?
  • How fast is 10 rpm in terms of revolutions per second?

Conversion Definitions

rpm (revolutions per minute) measures how many complete turns an object makes in one minute, indicating rotational speed. It is used in engines, wheels, and machinery to describe how rapidly something spins, providing a rate over a time span of 60 seconds.

rps (revolutions per second) indicates the number of full rotations completed each second. It is useful for high-speed rotations, offering a more precise measure of rotational velocity by dividing rpm by 60, thus expressing speed over a shorter time frame.

Conversion FAQs

How does changing rpm affect rps?

Increasing rpm directly increases rps because they are proportional. Since rps equals rpm divided by 60, doubling rpm doubles the rps, making rotations happen faster per second, which impacts the speed and efficiency of rotating machinery.

Can I convert rpm to other units of rotational speed?

Yes, besides rps, rpm can be converted to radians per second by multiplying rpm by 2π/60. This conversion is useful in physics and engineering where angular velocity in radians per second is needed for calculations involving rotational dynamics.

What is the significance of converting rpm to rps?

Converting rpm to rps helps compare rotational speeds over different time scales, especially in scientific contexts where seconds matter more than minutes. It simplifies calculations involving frequency, oscillations, and angular velocity in various technical applications.

Why is the conversion from rpm to rps useful in motors?

It helps in understanding how quickly a motor shaft rotates per second, which affects torque, power, and performance analysis. Knowing rps allows engineers to design systems with precise rotational timings and performance metrics.

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About Author

Chara Yadav holds MBA in Finance. Her goal is to simplify finance-related topics. She has worked in finance for about 25 years. She has held multiple finance and banking classes for business schools and communities. Read more at her bio page.