Online Velocity Angular Units Converter
How to Convert from Radian/hour [rad/h] to Degree/hour [°/h]?

How to Convert from Radian/hour [rad/h] to Degree/hour [°/h]?

Learn how to convert angular velocity values from radian per hour to degree per hour with this easy-to-use online converter. Ideal for applications in astronomy, geodesy, and spacecraft attitude monitoring.

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Radian/hour [rad/h] to Degree/hour [°/h] Conversion Table

Radian/hour [rad/h] Degree/hour [°/h]

Custom Unit Conversion Table Generator – Instant Printable Conversion Tables

Enter the starting number (positive decimal or integer ≥ 0). Example: 0.1, 1, 5.
Enter the ending number (positive decimal or integer > Start Value). Example: 10, 50, 100.
Enter the step size (positive decimal > 0 and < End Value – Start Value). Example: 1.0, 2.5.
Radian/hour [rad/h] to Degree/hour [°/h] Conversion Table
Radian/hour [rad/h] Degree/hour [°/h]

What Is This Tool?

This converter transforms angular velocity measurements from radian per hour [rad/h] to degree per hour [°/h], enabling users to express slow rotational speeds in a more familiar unit. It is especially useful for scientific and technical fields that require precise understanding of slow angular motion.

How to Use This Tool?

  • Enter the value you want to convert in radian/hour [rad/h]
  • Select the units as radian/hour to degree/hour
  • Click the convert button to get the equivalent value in degree/hour [°/h]
  • Use the resulting output for practical applications in astronomy, geodesy, or related fields

Key Features

  • Converts angular velocity values between radian/hour and degree/hour units
  • Supports measurements relevant to astronomy, telescope control, and spacecraft tracking
  • Offers a straightforward formula and conversion factor for quick calculations
  • Accessible as a browser-based, easy-to-use tool without requiring technical expertise

Examples

  • 2 rad/h converts to approximately 114.59 °/h (2 × 57.2957795131)
  • 0.5 rad/h converts to about 28.65 °/h (0.5 × 57.2957795131)

Common Use Cases

  • Expressing planetary or Earth rotation rates measured in angular velocity
  • Specifying slow scan or slew rates for telescopes, antenna rotators, or satellite pointing devices
  • Quantifying low-rate attitude drift of spacecraft, gyroscopes, and inertial navigation systems

Tips & Best Practices

  • Ensure measurements represent continuous rotation for accurate conversion
  • Use this conversion when dealing with slow angular motions for better intuition and clarity
  • Apply the tool primarily in fields like astronomy, geodesy, and spacecraft monitoring where low-speed angular velocities are common

Limitations

  • Precision may be affected by measurement tools when dealing with very low angular rates
  • The conversion assumes uniform rotation; rapid or irregular rotations may not be accurately represented
  • Both units are suited for slow rotational speeds and might not be ideal for fast angular velocity measurements

Frequently Asked Questions

Why convert from radian/hour to degree/hour?
Converting to degrees per hour provides a more intuitive understanding of angular velocity, which is helpful for practical observations and measurements in fields like astronomy and instrumentation.

What is the conversion formula from radian/hour to degree/hour?
The conversion formula is: 1 radian/hour equals approximately 57.2957795131 degree/hour.

In which fields is this conversion commonly used?
This conversion is widely employed in astronomy, geodesy, telescope control systems, satellite tracking, and spacecraft attitude monitoring.

Key Terminology

Radian per hour [rad/h]
A unit of angular velocity representing one radian of rotation per hour, used to measure slow angular motion.
Degree per hour [°/h]
A unit of angular velocity expressing the change in angle in degrees per hour, useful for describing slow rotations.
Angular velocity
The rate at which an object rotates or changes its angular position over time.

Quick Knowledge Check

What does 1 radian/hour equal in degree/hour?
Which unit expresses angular velocity as degrees per hour?
Why is this conversion important in astronomy?