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Unit Conversion
Angular Acceleration Converter
Convert rad/s², °/s², rpm/s and rev/min² accurately. See every unit, the formula and a rotational-speed graph with final speed and turns.
Converted angular acceleration
—All equivalent values
Formula and calculation
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1 rpm/s = 60 rev/min². These are different units and must not share one conversion factor.
Batch conversion
Rotational motion planner
α = (ω₁ − ω₀) / t · ω₁ = ω₀ + αt · θ = ω₀t + ½αt² · aₜ = |α|r
Rotational speed over time
Assumes constant angular acceleration. Signed displacement can cancel when direction reverses; total travel counts both directions.
rad/s2 and deg/s2
Radians per second squared are common in physics and engineering, while degrees per second squared may be easier for angle-based problems.
- 1 rad/s2 = 57.2958 deg/s2.
- 1 deg/s2 = 0.0174533 rad/s2.
- Use radians for most physics formulas.
RPM per second and rotations
Rotating machinery, motors, and motion-control systems may describe angular acceleration in rpm per second or revolutions per second squared.
- 1 revolution = 2 pi radians.
- RPM per second can be converted through revolutions per minute.
- Keep time units consistent before comparing values.
Where angular acceleration matters
Use this converter for motors, wheels, turbines, rotating shafts, robotics, physics homework, and motion-control examples.
- Angular acceleration describes how quickly angular velocity changes.
- Positive and negative signs can indicate speeding up or slowing down.
- Linear tangential acceleration depends on radius.
Related calculators
Rotational acceleration often connects to torque, force, speed, and time.
Angular Acceleration Converter FAQ
What is angular acceleration?
Angular acceleration is the rate at which angular velocity changes over time.
How do I convert rad/s2 to deg/s2?
Multiply rad/s2 by 57.2958.
How do I convert deg/s2 to rad/s2?
Multiply deg/s2 by 0.0174533.
Is angular acceleration the same as angular velocity?
No. Angular velocity is rotational speed, while angular acceleration is the change in rotational speed.
When should I use radians?
Use radians for most physics and engineering formulas because they work naturally with circular motion equations.
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