Conversion number between **radians per second** [rad/s] and
**radians per day** [rad/day] is **86400**.
This means, that radians per second is bigger unit than radians per day.

Switch to reverse conversion:

from **radians per day** to **radians per second** conversion

[rad/s] |

Result in **radians per day**

- 1 radians per second = `(1.59154943091895*10^-01) / (1.84207110060064*10^-06)` =
**86400**radians per day - 1 radians per day = `(1.84207110060064*10^-06) / (1.59154943091895*10^-01)` =
**1.1574074074074 × 10**radians per second^{-5} - ? radians per second × `(1.59154943091895*10^-01 ("Hz"/"radians per second")) / (1.84207110060064*10^-06 ("Hz"/"radians per day"))` =
**?**radians per day

If conversion between **radians per second to hertz** and **hertz to radians per day** is exactly definied, high precision conversion from radians per second to radians per day is enabled.

Since definition contain rounded number(s) too, there is no sense for high precision calculation, but if you want, you can enable it. Keep in mind, that converted number will be inaccurate due this rounding error!

Start value: | [radians per second] |

Step size | [radians per second] |

How many lines? | (max 100) |

visual:

radians per second | radians per day |
---|---|

0 | 0 |

10 | 864000 |

20 | 1728000 |

30 | 2592000 |

40 | 3456000 |

50 | 4320000 |

60 | 5184000 |

70 | 6048000 |

80 | 6912000 |

90 | 7776000 |

100 | 8640000 |

110 | 9504000 |

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Convert **Radians per second to other unit:**

### radians per second

Definition of radians per second unit: = Hz/(2 × π). Radian per second is actually a unit of angular velocity, but radian can be treated as a dimensionless number. According to this, angular velocity can be converted directly into rotations per second. One hertz is equal to (2×π×rad) / s. [rad / s] is derived SI unit of measure.

Convert **Radians per day to other unit:**

### radians per day

Definition of radians per day unit: = Hz/(2 × π × 86400). Radians per day is the unit of angular velocity used for very slow rotation speeds. From this, we can calculate the number of rotations per day. 1 Hertz = 1 / (2 π 86400)

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