• deg/s   Hz
  •  
Rounding Mode:

The unit “degree per second” offers a fascinating glimpse into the world of rotational motion. It’s primarily used to measure angular speed, telling us how quickly an object rotates around an axis. From the spinning blades of a helicopter to the rotation of planets, this unit plays a crucial role in understanding dynamic systems in both engineering and astrophysics.

Interestingly, when dealing with robots or automotive steering systems, precise turns and rotations are often measured in degrees per second to ensure accuracy and safety. Beyond earthbound applications, spacecraft rely on this measurement for controlled maneuvers, crucial for navigation and maintaining orientation in the vast expanse of space. The humble degree per second significantly impacts a wide array of technologies that shape our daily experiences.

Did you know?

Hertz (Hz), the unit of frequency, measures the number of cycles per second. It’s named after Heinrich Hertz, the physicist who first proved the existence of electromagnetic waves. In 1888, his groundbreaking experiments paved the way for the development of radio, television, and other communication technologies. Fascinatingly, the concept of frequency extends well beyond sound — it’s also crucial in physics, describing phenomena such as light waves and even the rotation of electron orbitals.

In our everyday lives, Hertz is everywhere. When you listen to music, the pitch you hear is influenced by the frequency in Hertz, with middle C on a piano vibrating at about 261.6 Hz. Even your household electrical system operates at frequencies of 50 or 60 Hz, depending on your region. This widespread influence underscores how integral Hertz is to both technology and daily experiences.

> Degrees per second to Hertz Conversion Table

Degrees per second Hertz
0 deg/s 0 Hz
5 deg/s 0.0138889 Hz
10 deg/s 0.0277778 Hz
15 deg/s 0.0416667 Hz
20 deg/s 0.0555556 Hz
25 deg/s 0.0694444 Hz
30 deg/s 0.0833333 Hz
35 deg/s 0.0972222 Hz
40 deg/s 0.111111 Hz
45 deg/s 0.125 Hz
50 deg/s 0.138889 Hz
55 deg/s 0.152778 Hz
60 deg/s 0.166667 Hz
65 deg/s 0.180556 Hz
70 deg/s 0.194444 Hz
75 deg/s 0.208333 Hz
80 deg/s 0.222222 Hz
85 deg/s 0.236111 Hz
90 deg/s 0.25 Hz
95 deg/s 0.263889 Hz
100 deg/s 0.277778 Hz
105 deg/s 0.291667 Hz
110 deg/s 0.305556 Hz
115 deg/s 0.319444 Hz
120 deg/s 0.333333 Hz
125 deg/s 0.347222 Hz
130 deg/s 0.361111 Hz
135 deg/s 0.375 Hz
140 deg/s 0.388889 Hz
145 deg/s 0.402778 Hz
150 deg/s 0.416667 Hz
155 deg/s 0.430556 Hz
160 deg/s 0.444444 Hz
165 deg/s 0.458333 Hz
170 deg/s 0.472222 Hz
175 deg/s 0.486111 Hz
180 deg/s 0.5 Hz
185 deg/s 0.513889 Hz
190 deg/s 0.527778 Hz
195 deg/s 0.541667 Hz
200 deg/s 0.555556 Hz
205 deg/s 0.569444 Hz
210 deg/s 0.583333 Hz
215 deg/s 0.597222 Hz
220 deg/s 0.611111 Hz
225 deg/s 0.625 Hz
230 deg/s 0.638889 Hz
235 deg/s 0.652778 Hz
240 deg/s 0.666667 Hz
245 deg/s 0.680556 Hz
250 deg/s 0.694444 Hz
255 deg/s 0.708333 Hz
260 deg/s 0.722222 Hz
265 deg/s 0.736111 Hz
270 deg/s 0.75 Hz
275 deg/s 0.763889 Hz
280 deg/s 0.777778 Hz
285 deg/s 0.791667 Hz
290 deg/s 0.805556 Hz
295 deg/s 0.819444 Hz
300 deg/s 0.833333 Hz
305 deg/s 0.847222 Hz
310 deg/s 0.861111 Hz
315 deg/s 0.875 Hz
320 deg/s 0.888889 Hz
325 deg/s 0.902778 Hz
330 deg/s 0.916667 Hz
335 deg/s 0.930556 Hz
340 deg/s 0.944444 Hz
345 deg/s 0.958333 Hz
350 deg/s 0.972222 Hz
355 deg/s 0.986111 Hz
360 deg/s 1 Hz