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Discover the ease of converting angular velocity from degrees per hour to radians per minute with our precise conversion tool, designed to pique your curiosity and simplify your calculations.
A Degree hour (deg·hr) is a unit of angular velocity representing a complete rotation divided into 360 degrees and measured over the duration of an hour. It quantifies the rate of change of angular position of a rotating object and is commonly used in fields like astronomy and navigation.
Definition of Radian minuteA Radian minute (rad·min) is a unit measuring angular velocity, where one radian is the angle made at the center of a circle by an arc whose length is equal to the radius of the circle, and it is calculated over a time period of one minute.
| Degree hour (deg·hr) | Radian minute (rad·min) |
|---|---|
| 0.1 deg·hr | 9.5493 rad·min |
| 0.5 deg·hr | 47.7465 rad·min |
| 1 deg·hr | 95.493 rad·min |
| 2 deg·hr | 190.986 rad·min |
| 3 deg·hr | 286.479 rad·min |
| 5 deg·hr | 477.465 rad·min |
| 10 deg·hr | 954.93 rad·min |
| 20 deg·hr | 1909.86 rad·min |
| 50 deg·hr | 4774.65 rad·min |
| 100 deg·hr | 9549.3 rad·min |
1 deg·hr = 95.493 rad·min
1 rad·min = 0.01047 deg·hr
Example 1:
Convert 2 deg·hr to rad·min:
2 deg·hr = 2 × 95.493 rad·min = 190.986 rad·min
Example 2:
Convert 7.5 deg·hr to rad·min:
7.5 deg·hr = 7.5 × 95.493 rad·min = 716.1975 rad·min
The Degree hour to Radian minute Converter is a tool that provides a practical solution for converting between units of angular velocity. Its history reflects the evolution of measurement systems and the need to provide accurate conversions between different units used in scientific, engineering, and navigational contexts.
Explore the practicality of the Degree hour to Radian minute Converter in real-world scenarios and applications.
Example 1: To convert 4 deg·hr to rad·min, simply multiply by 95.493 to get 381.972 rad·min.
Example 2: To find out how many radian minutes are in 12 deg·hr, multiply 12 by 95.493 to obtain 1145.916 rad·min.
